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\def\ASiM{Algebraicheskie sistemy i ikh mnogoobraziya. Sverdlovsk }
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\def\BLMS{Bull. London Math. Soc. }
\def\BSL{Polish Academy of Sciences. Institute of Philosophy and Sociology }
\def\BSRL{Bulletin de la Soci\'et\'e Royale des Sciences de Li\`ege }
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\def\CanMB{Canadian Math. Bull. }
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\def\FM{Fund. Math. }
\def\HJM{Houston J. Math. }
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\def\JPAA{J. Pure and Appl. Alg. }
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\def\JSL{J. Symbolic Logic }
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\begin{document}
\centerline{\bf Bibliography}
\bigskip

\A{Abad M., Varela J.P.D.}
\B{06}{Representation of cubic lattices by symmetric implication algebras.}{Order {\bf 23}, 173-178.}

\A{Abakumov A.I., Palyutin E.A., Tajclin M.A., Shishmarev Yu.E.}
\B{72}{Kategorichnye kvazimnogoobraziya.}{\AiL {\bf 11}, 3-38, 121.}

\A{Abe T.}
\B{02}{A characterization of relatively balanced lattices.}{\AU {\bf 47}, 45-50.}

\A{Abian A.}
\B{70}{On the solvability of infinite systems of Boolean polynomial equations.}{\CM {\bf 21}, 27-30.}
\B{70a}{Generalized completeness theorem and solvability of systems of Boolean polynomial equations.}{\ZMLG {\bf 16}, 263-264.}

\A{Abian S., Brown A.B.}
\B{61}{A theorem on partially ordered sets, with applications to fixed point theorems.}{\CanJM {\bf 13}, 78-82.}

\A{Abraham U., Bonnet R., Kubi\'s W., Rubin M.}
\B{03}{On poset Boolean algebras.}{Order {\bf 20}, 265-290.}

\A{Abramov A.P.}
\B{87}{O sintakticheskikh gomomorfizmakh.}{\MZam {\bf 41}, 465-468.}

\A{Abueida A., Sritharan R.}
\B{06}{A note on the recognition of bisplit graphs.}{\DM {\bf 306}, 2108-2110.}

\A{Acz\'el J.}
\B{48}{On mean values.}{\BAMS {\bf 54}, 392-400.}
\B{69}{Conditions for a loop to be a group and for a groupoid to be a semigroup.}{\AMM {\bf 76}, 547-549.}
\B{71}{Proof of a theorem on distributive type hyperidentities.}{\AU {\bf 1}, 1-6.}

\A{Acz\'el J., Belousov V.D.}
\B{60}{Generalized associativity and bisymmetry on quasigroups.}{\AH {\bf 11}, 127-136.}

\A{Adair C.L.}
\B{82}{Bands with an involution.}{J. Algebra {\bf 75}, 297-314.}

\A{\'Ad\'am A.}
\B{57}{A theorem on algebraic operators in the most general sense.}{\AS {\bf 18}, 205-206.}
\B{57a}{On permutations of set products.}{\PMD {\bf 5}, 147-149.}
\B{59}{On the definition of direct product in universal algebra.}{\PMD {\bf 6}, 303-310.}
\B{59a}{On subsets of set products.}{\AnnUSB {\bf 2}, 147-149.}

\A{Ad\'amek J.}
\B{86}{Classification of concrete categories.}{\HJM {\bf 12}, 305-326.}
\B{90}{How many variables does a quasivariety need?}{\AU {\bf 27}, 44-48.}

\A{Ad\'amek J., Reiterman J.}
\B{74}{Fixed-point property of unary algebras.}{\AU {\bf 4}, 163-165.}

\A{Ad\'amek J., Sousa L.}
\B{04}{On reflective subcategories of varieties.}{\JA {\bf 276}, 685-705.}

\A{Ad\'amek J., Sturm T.}
\B{79}{On congruence lattices in a category.}{\CMJ {\bf 29}, 385-395.}

\A{Ad\'amek J., Trnkov\'a V.}
\B{81}{Varietors and machines in a category.}{\AU {\bf 13}, 89-132.}

\A{Adams M.E.}
\B{73}{The Frattini sublattice of a distributive lattice.}{\AU {\bf 3}, 216-228.}
\B{73a}{The structure of distributive lattices.}{Ph.D. Thesis, Bristol University.}
\B{74}{A problem of A. Monteiro concerning relative complementation of lattices.}{\CM {\bf 30}, 61-67.}
\B{75}{The poset of prime ideals of a distributive lattice.}{\AU {\bf 5}, 141-142.}
\B{76}{Implicational classes of pseudocomplemented distributive lattices.}{\JLMS {\bf 13}, 381-384.}
\B{77}{Generators of free products of lattices.}{\AU {\bf 7}, 409-410.}
\B{90}{Uniquely complemented lattices.}{in: The Dilworth Theorems, Selected Papers of Robert P. Dilworth, eds K. Bogart, R. Freese, and J. Kung. Birkh\"auser, Basel, 79--84.}

\A{Adams M.E., Babai L., Sichler J.}
\B{80}{Automorphism groups of finite distributive lattices with a given sublattive of fixed points.}{Monatsh. Math. {\bf 90}, 359--366.}

\A{Adams M.E., Bulman-Fleming S., Gould M.}
\B{97}{Endomorphism properties of algebraic structures.}{Proc. Tennessee Topology Conf. (1996), World Scientific Pub. Co., NJ, 1-17.}

\A{Adams M.E., Clark D.M.}
\B{85}{Universal terms for pseudo-complemented distributive lattices and Heyting algebras.}{\LNM 1149, 1-16.}
\B{?}{Endomorphism monoids in minimal quasi primal varieties.}{}

\A{Adams M.E., Dwinger Ph., Schmid J.}
\B{96}{Maximal sublattices of finite distributive lattices.}{\AU {\bf 36}, 488-504.}

\A{Adams M.E., Dziobiak W.}
\B{94}{Q-universal quasivarieties of algebras.}{\PAMS {\bf 120}, 1053-1059.}
\B{95}{Joins of minimal quasivarieties.}{Studia Logica {\bf 54}, 371-389.}
\B{96}{A sufficient condition for Q-universality of a quasivariety and an application.}{Proc. XVth SIDIM Conf. Antilian College Press, Mayaguez, 9-23.}
\B{01}{Finite-to-finite universal quasivarieties are Q-universal.}{\AU {\bf 46}, 253-283.}
\B{?1}{The lattice of quasivarieties of undirected graphs.}{(forthcoming)}
\B{?2}{Finite-to-finite universal quasivarieties are Q-universal.}{(forthcoming)}
\B{02}{Q-universal varieties of bounded lattices.}{\AU {\bf 48}, 333-356.}
\B{02a}{The lattice of quasivarieties of undirected graphs.}{\AU {\bf 47}, 7-11.}
\B{03}{Quasivarieties of idempotent semigroups.}{\IJAC {\bf 13}, 733-752.}

\A{Adams M.E., Dziobiak W., Gould M., Schmid J.}
\B{95}{Quasivarieties of pseudocomplemented semilattices.}{\FM {\bf 146}, 295-312.}

\A{Adams M.E., Freese R., Nation J.B., Schmid J.}
\B{97}{Maximal sublattices and Frattini sublattices of bounded lattices.}{\JAuMS {\bf 63}, 110-127.}

\A{Adams M.E., Gould M.}
\B{?1}{Posets whose monoids of order-preserving maps are regular.}{Order.}
\B{?2}{A construction for pseudocomplemented semilattices and two applications.}{\PAMS.}
\B{?3}{Semilattices whose monoids of endomorphisms are regular.}{}
\B{?4}{Finite semilattices whose monoids of endomorphisms are regular.}{\TAMS}
\B{?5}{Finite posets whose monoids of order-preserving maps are abundant.}{(forthcoming)}

\A{Adams M.E., Gratzer G.}
\B{78}{Free products of residually finite lattices are residually finite.}{\AU {\bf 8}, 262-263.}

\A{Adams M.E., Katrinak T.}
\B{83}{A note on subdirectly irreducible distributive double p-algebras.}{\JAuMS {\bf 35}, 46-58.}

\A{Adams M.E., Kelly D.}
\B{75}{Homomorphic images of free distributive lattices that are not sublattices.}{\AU {\bf 5}, 143-144.}
\B{77}{Chain conditions in free products of lattices.}{\AU {\bf 7}, 235-244.}
\B{77a}{Disjointness conditions in free products of lattices.}{\AU {\bf 7}, 245-258.}

\A{Adams M.E., Koubek V., Sichler J.}
\B{83}{Pseudocomplemented distributive lattices with small endomorphism monoids.}{\BAuMS {\bf 28}, 305-318.}
\B{84}{Homomorphisms and endomorphisms in varieties of pseudocomplemented distributive lattices (with applications to Heyting algebras).}{\TAMS {\bf 285}, 57-79.}
\B{85}{Endomorphisms and homomorphisms of Heyyting algebras.}{\AU {\bf 20}, 167-178.}
\B{85a}{Homomorphisms and endomorphisms of distributive lattices.}{\HJM {\bf 11}, 129-145.}
\B{87}{Homomorphisms of distributive p-algebras with countably many minimal prime ideals.}{\BAuMS {\bf 33}, 427-439.}
\B{?}{Isomorphism universal varieties of Heyting algebras.}{\TAMS}
\B{84}{Homomorphisms and endomorphisms in varieties of pseudocomplemented distributive lattices (with applications to Heyting algebras).}{\TAMS {\bf 285}, 57-79.}

\A{Adams M.E., Nesetril J., Sichler J.}
\B{81}{Quotients of rigid graphs.}{J. Combin. Theory, Ser. B {\bf 20}, 351-359.}

\A{Adams M.E., Pigozzi D., Sichler J.}
\B{81}{Endomorphisms of direct unions of bounded lattices.}{\AM {\bf 36}, 221-229.}

\A{Adams M.E., Sichler J.}
\B{73}{Frattini sublattices in varieties of lattices.}{\AU {\bf 3}, 216-228.}
\B{76}{V-free product of hopfian lattices.}{Math. Z. {\bf 151}, 259-262.}
\B{77}{Bounded endomorphisms of lattices of finite height.}{\CanJM {\bf 29}, 1254-1263.}
\B{78}{Homomorphisms of bounded lattices with a given sublattice.}{\AM {\bf 30}, 122-128.}
\B{79}{Endomorphism monoids of distributive double $p$-algebras.}{Glasgow Math. J. {\bf 20}, 81--86.}
\B{78a}{A note on finitely generated hopfian lattices.}{\AU {\bf 8}, 381-383.}
\B{80}{Cover set lattices.}{\CanJM {\bf 32}, 1177-1205.}
\B{81}{Lattices with unique complementation.}{\PJM {\bf 92}, 1-13.}
\B{81a}{Subfunctors of full embeddings of algebraic categories.}{\AU {\bf 12}, 271-278.}
\B{82}{Automorphism groups of posets and lattices with a given subset of fixed points.}{Monatsh. Math. {\bf 93}, 173--190.}
\B{82a}{Frattini sublattices in varieties of lattices.}{\CM {\bf 44}, 181-184.}
\B{83}{Refinement property of reduced free products in varieties of lattices.}{\CMSJB {\bf 33}, 19-53.}
\B{83a}{Disjoint sublattices of lattices.}{\AS {\bf 46}, 77-83.}
\B{?1}{Quotients of rigid graphs.}{}
\B{?2}{Homomorphisms of unary algebras with a given quotient.}{\AU.}

\A{Adams M.E., Trnkov\'a V.}
\B{82}{Isomorphisms of sums of countable bounded distributive lattices.}{\AU {\bf 15}, 242-257.}

\A{Adams P., Billington E.J., Bryant D.E., Mahmoodian E.S.}
\B{02}{The three-way intersection problem for latin squares.}{Discrete Math. {\bf 243}, 1-19.}

\A{Adaricheva K.V.}
\B{88}{Semidistributive and co-algebraic lattices of subsemilattices.}{Algebra and Logic {\bf 27}, 385-395.}
\B{90}{The structure of finite lattices of subsemilattices.}{Algebra and Logic {\bf 30}, 249-264.}
\B{91}{A characterization of finite lattices of subsemilattices.}{\AU {\bf 30}, 385-404.}
\B{96}{Two embedding theorems for lower bounded lattices.}{\AU {\bf 36}, 425-430.}
\B{?}{Lattices of quasivarieties: where to go?}{}
\B{04}{Lattices of algebraic subsets.}{\AU {\bf 52}, 167-183.}

\A{Adaricheva K.V., Dziobiak W., Gorbunov V.A.}
\B{93}{Finite atomistic lattices that can be represented as lattices of quasivarieties.}{\FM {\bf 142}, 19-43.}
\B{97}{Algebraic atomistic lattices of quasivarieties.}{Algebra and Logic {\bf 36}, 213-225.}
\B{97a}{Congruence properties of lattices of quasivarieties.}{Algebra and Logic {\bf 36}, 605-620.}

\A{Adaricheva K.V., Gorbunov V.A.}
\B{89}{Operator ekvacional'nogo zamykaniya i zapreshchennye poludistributivnye reshetki.}{Sib. Mat. zh. {\bf 30/6}, 7-25.}
\B{90}{Stroenie konechnyh tochechnyh reshetok kvazimnogoobrazij.}{DAN SSSR {\bf 310/3}, 525-528.}
\B{01}{On lower bounded lattices.}{\AU {\bf 46}, 203-213.}

\A{Adaricheva K.V., Gorbunov V.A., Semenova M.V.}
\B{01}{On continuous noncomplete lattices.}{\AU {\bf 46}, 215-230.}

\A{Adaricheva K.V., Gorbunov V.A., Tumanov V.I.}
\B{03}{Join-semidistributive lattices and convex geometries.}{Adv. Math. {\bf 173}, 1-49.}

\A{Adaricheva K., Mar\'oti M., McKenzie R., Nation J.B., Zenk E.R.}
\B{?}{The J\'onsson-Kiefer property.}{}

\A{Adaricheva K.V., Nation J.B.}
\B{04}{Largest extension of a finite convex geometry.}{\AU {\bf 52}, 185-195.}
\B{05}{Reflections on lower bounded lattices.}{\AU {\bf 53}, 307-330.}

\A{Adaricheva K.V., Wehrung F.}
\B{03}{Embedding finite lattices into finite biatomic lattices.}{Order {\bf 20}, 31-48.}

\A{Addison J.W.}
\B{65}{The method of alternating chains.}{The theory of models. Proc. 1963 Int. Symp. at Berkeley, North-Holland, 1--16.}

\A{Adh\'emar C.d.}
\B{70}{Quelques classes de groupoides non-associatifs.}{Math. Sci. Humaines {\bf 31}, 17-31.}

\A{Adyan S.I.}
\B{58}{On algorithmic problems in effectively complete classes of groups.}{DAN SSSR {\bf 123}, 13--16.}
\B{66}{Opredelyayushchie sootnosheniya i algoritmicheskie problemy dlya grupp i polugrupp.}{Trudy Mat. Inst. im. V. A. Steklova 85, Moskva.}

\A{Afzal Beg}
\B{77}{On central elements of inverse property loops.}{Tamkang J. Math. {\bf 8}, No.1, 43-52.}

\A{Afzal Beg, Khan Mohd Rais}
\B{77}{On special class of Bol loops.}{Tamkang J. Math. {\bf 8}, 37-41.}

\A{Agliano P.}
\B{83}{Osservazioni sulla Teoria dei Cloni.}{Tesi di Laurea, Universita di Siena.}
\B{84}{Some connections between Clones and Varieties.}{Rapporto Matematico n.120, Universita di Siena.}
\B{84b}{A modest proposal which may lead to a classification of Mal'cev Varieties.}{Rapporto Matematico n.122, Universita di Siena.}
\B{85}{The Commutator in Coset Determined Varieties.}{Rapporto Matematico n.133, Universita di Siena.}
\B{88}{The prime spectrum of a universal algebra.}{Rivista di Mat. Pura ed Appl.}
\B{88a}{Algebras whose congruence lattices are semimodular.}{\PhD, University of Hawaii.}
\B{94}{Congruence semimodular varieties I: locally finite varieties.}{\AU {\bf 32}, 224-269.}
\B{94a}{Congruence semimodular varieties II: regular varieties.}{\AU {\bf 32}, 270-296.}
\B{97}{On subtractive weak Browerian semilattices.}{\AU {\bf 38}, 214-220.}

\A{Agliano P., Nation J.B.}
\B{89}{Lattices of pseudovarieties.}{\JAuMS {\bf 46}, 177-183.}

\A{Agliano P., Ursini A.}
\B{87}{Cosets in Universal Algebra.}{J. Algebra {\bf 107}, 376-384.}
\B{88}{On some Ideal Basis Theorems.}{Rapporto Matematico, Universita di Siena.}
\B{92}{Ideals and other generalizations of congruence classes.}{\JAuMS {\bf 53}, 103-115.}
\B{96}{On subtractive varieties II: General properties.}{\AU {\bf 36}, 222-259.}
\B{97}{On subtractive varietes III: From ideals to congruences.}{\AU {\bf 37}, 296-333.}
\B{97b}{On subtractive varieties IV: Definability of principal ideals.}{\AU {\bf 38}, 355-389.}
\B{?}{Ideal basis theorems in universal algebra.}{}

\A{\'Agoston I., Demetrovics J., Hann\'ak L.}
\B{85}{On the cardinality of clones containing all constants.}{\CMSJB {\bf 43}, 21-25.}
\B{86}{On the number of clones containing all constants (a problem of R. McKenzie).}{\CMSJB {\bf 43}, 2-25.}

\A{Aichholzer O., Aurenhammer F., Krasser H.}
\B{02}{Enumerating order types for small point sets with applications.}{Order {\bf 19}, 265-281.}

\A{Aichinger E.}
\B{00}{On Hagemann's and Herrmann's characterization of strictly affine complete algebras.}{\AU {\bf 44}, 105-121.}
\B{02}{2-affine complete algebras need not be affine complete.}{\AU {\bf 47}, 425-434.}

\A{Aigner M.}
\B{69}{Graphs and partial orderings.}{Monatsh. Math. {\bf 73}, 385-396.}

\A{Ait-Kaci H.}
\B{87}{Solving type equations by graph rewriting.}{In \Jou, 158-179.}

\A{Ajmal Naseem}
\B{77}{Some properties of weak nucleus of an I. P. loop.}{Ann. Soc. Sci. Bruxelles {\bf 1,91}, 117-126.}
\B{78}{A generalization of Bol loops.}{Ann. Soc. Sci. Bruxelles {\bf 1,92}, 241-248.}

\A{Ajzenberg N.N., Ivas'kiv Yu.L.}
\B{77}{Mnogoznachnaya porogovaya logika.}{Naukova Dumka, Kiev.}

\A{Ajzenshtat A.Ya.}
\B{72}{O pokrytiyakh v reshetke mnogoobrazij polugrupp.}{Sovremen. analiz i geometriya. L., 3-11.}
\B{75}{O perestanovochnykh tozhdestvakh.}{Sovremen. algebra, L. {\bf 3}, 3-12.}
\B{77}{O reshetke mnogoobrazij polugrupp, ne soderzhashchikh drugikh atomov, krome $\prod(x_1x_2=y_1y_2)$ i $\prod(xy=x)$.}{Sovremen. algebra, L. {\bf 6}, 3-15.}
\B{78}{The covers of varieties of nilpotent semigroups.}{(Russian) 2-nd All-Soviet Symposium for Theory of Semigroups, Sverdlovsk, 3.}

\A{Ajzenshtat A.Ya., Boguta B.K.}
\B{79}{O reshetke mnogoobrazij.}{\PMPE 3-46.}

\A{Akataev A.A.}
\B{70}{O mnogoobraziyakh $A_{m,n}$.}{\AiL {\bf 9/2}, 127-136.}
\B{71}{Aksiomaticheskij rang mnogoobraziya $A_{n-1,n}$.}{\AiL {\bf 10/2}, 125-134.}

\A{Akataev A.A., Smirnov D.M.}
\B{68}{Reshetki podmnogoobrazij mnogoobrazij algebr.}{\AiL {\bf 7}, 5-25.}

\A{Albert H., Burris S.}
\B{?}{Bounded obstructions, model companions and amalgamation bases.}{}

\A{Albu T., Teply M.L.}
\B{00}{Generalized deviation of posets and modular lattices.}{Discrete Math. {\bf 214}, 1-19.}

\A{Alderson H.}
\B{74}{Finite quasigroups with two or more homomorphisms.}{J. Algebra {\bf 31}, 460-479.}
\B{74a}{The structure of the logarithmetics of finite plain quasigroups.}{J. Algebra {\bf 31}, 1-9.}

\A{Alexander J.W.}
\B{39}{Ordered sets, complexes and the problem of compactification.}{Proc. Nat. Acad. Sci. USA {\bf 25}, 296-298.}

\A{Aliev I.Sh.}
\B{65}{K teorii biternarnykh algebr.}{\AiL {\bf 4/5}, 5-16.}
\B{66}{On the minimal variety of a symmetric algebra.}{\AiL {\bf 5/6}, 5-14.}
\B{67}{Simmetricheskie algebry i sistemy Shtejnera.}{DAN SSSR {\bf 174}, 511-513.}
\B{68}{Moshchnost' mnozhestva ekvacional'no polnykh podmnogoobrazij mnogoobraziya simmetrichno ternarnykh kvazigrupp.}{\MZam {\bf 3}, 395-402.}

\A{Alimpi\'c B.P.}
\B{73}{Balanced laws on GD-groupoids.}{Publications de l'Institut Math\'ematique (Beograd) {\bf 15}, 21-24.}
\B{76}{A clas of balanced laws on quasigroups I.}{\Zbr No.1, 7-17.}
\B{76a}{A clas of balanced laws on quasigroups II.}{\Zbr No.1, 19-22.}
\B{79}{On nuclei of n-ary quasigroups.}{Publ. Inst. Math. {\bf 26}, 27-30.}
\B{80}{On nuclei and pseudo-automorphisms of n-ary quasigroups.}{Algebr. Conf., Skopje, 15-21.}

\A{Almagambetov Z.A.}
\B{65}{On classes of axioms closed with respect to given reduced products and powers.}{(Russian) \AiL {\bf 4/4}, 71-77.}

\A{Almeida J.}
\B{?}{On pseudovarieties, varieties of languages, filters of congruences, pseudoidentities and related topics.}{}

\A{Al\'os-Ferrer C., Ritzberger K.}
\B{05}{Some remarks on pseudotrees.}{Order {\bf 22}, 1-9.}

\A{Alten C.J.van}
\B{02}{Representable biresiduated lattices.}{J. Algebra {\bf 247}, 672-691.}
\B{05}{Congruence properties in congruence permutable and in ideal determined varieties, with applications.}{\AU {\bf 53}, 433-449.}

\A{Alten C.J.van, Blok W.}
\B{?}{The finite embeddability property for residuated lattices, procrims and BCK-algebras.}{}

\A{Alten C.J.van, Raftery J.G.}
\B{97}{On the algebra of noncommutative residuation: polrims and left residuation algebras.}{Math. Japonica {\bf 46}, 29-46.}
\B{99}{On the lattice of varieties of residuation algebras.}{\AU {\bf 41}, 283-315.}

\A{Altwegg M.}
\B{50}{Zur Axiomatik der teilweise geordneten Mengen.}{Comment. Math. Helv. {\bf 24}, 149-155.}

\A{Amemiya I.}
\B{57}{On the representation of complemented modular lattices.}{J. Math. Soc. Japan {\bf 9}, 263-279.}

\A{Amemiya I., Halperin I.}
\B{59}{Coordinatization of complemented modular lattices.}{\NAW {\bf 62}, 70-78.}
\B{59a}{Complemented modular lattices derived from nonassociative rings.}{\AS {\bf 20}, 181-201.}

\A{Amer M.A.}
\B{75}{On a theorem of Garrett Birkhoff.}{Proc. of the Math. and Phys. Soc. of Egypt {\bf 40}, 19-21.}

\A{Anderson D.D.}
\B{76}{Abstract commutative ideal theory without chain condition.}{\AU {\bf 6}, 131-145.}
\B{77}{Artinian modules are countably generated.}{\CM {\bf 38}, 5-6.}
\B{78}{Multiplicative lattices in which every principal element is a product of prime elements.}{\AU {\bf 8}, 330-335.}

\A{Anderson D.D., Johnson E.W.}
\B{84}{Join-principally generated multiplicative lattices.}{\AU {\bf 19}, 74-82.}

\A{Anderson D.D., Johnson E.W., Johnson J.A.}
\B{83}{Structure and embedding theorems for small strong-$\pi$-lattices.}{\AU {\bf 16}, 147-152.}

\A{Anderson F.W., Blair R.L.}
\B{61}{Representations of distributive lattices as lattices of functions.}{Math. Ann. {\bf 143}, 187-211.}

\A{Anderson L.W.}
\B{61}{Locally compact topological lattices.}{\LT 195-197.}
\B{61a}{Function lattices.}{\LT 198-202.}

\A{Anderson M., Feil T.}
\B{88}{Lattice-ordered groups: an introduction.}{D. Reidel Publ. Comp.}

\A{Anderson P.H.}
\B{83}{Latticoids defined with generalized suprema and infima.}{\AU {\bf 16}, 304-311.}

\A{Andreev K.K., Shabel'nikova D.G.}
\B{73}{Kharakteristicheskie podalgebry otnositel'no svobodnykh algebr.}{\Sib {\bf 14}, 1336-1337.}

\A{Andr\'eka H.}
\B{88}{On taking subalgebras of relativized relation algebras.}{\AU {\bf 25}, 96-100.}

\A{Andreka H., Burmeister P., Nemeti I.}
\B{81}{Quasivarieties of partial algebras. A unifying approach towards a two-valued model theory for partial algebras.}{\SSMH {\bf 16}, 325-372.}

\A{Andr\'eka H., Comer S.D., Nemeti I.}
\B{85}{Clones of operations on relations.}{\LNM {\bf 1149}, 17-21.}

\A{Andr\'eka H., Dahn B., N\'emeti I.}
\B{76}{On a proof of Shelah.}{\BAPS {\bf 24}, 1-7.}

\A{Andreka H., Gergely T., Nemeti I.}
\B{77}{On universal algebraic construction of logics.}{ Studia Logica {\bf 36}, 9-47.}

\A{Andr\'eka H., Givant S., N\'emeti I.}
\B{95}{Perfect extensions and derived algebras.}{\JSL {\bf 60}, 775-796.}

\A{Andr\'eka H., Givant S., N\'emeti I., Simon A.}
\B{97}{Persistent properties and an application to algebras of logic.}{\AU {\bf 38}, 141-149.}

\A{Andr\'eka H., Hodkinson I., N\'emeti I.}
\B{99}{Finite algebras of relations are representanle on finite sets.}{\JSL {\bf 64}, 243-267.}

\A{Andr\'eka H., J\'onsson B., N\'emeti I.}
\B{91}{Free algebras in discriminator varieties.}{\AU {\bf 28}, 401-447.}

\A{Andr\'eka H., N\'emeti I.}
\B{74}{Subalgebra systems of algebras with finite and infinite, regular and irregular arity.}{\AnnUSB {\bf 17}, 103-118.}
\B{75}{A simple, purely algebraic proof of the completeness of some first order logics.}{\AU {\bf 5}, 8-15.}
\B{75a}{Remarks on free products in regular varieties and sink-complemented subalgebras.}{\SSMH {\bf 10}, 23-31.}
\B{77}{On the congruence lattice of pseudosimple algebras.}{in Contributions to universal algebra, \CMSJB {\bf 17}, 15-25.}
\B{78}{Neat reducts of varieties.}{\SSMH {\bf 13}, 47-51.}
\B{79}{Injectivity in categories to represent all first order formulas I.}{Demonstratio Math. {\bf 12}, 717-732.}
\B{80}{Does $SP(K)=PS(K)$ imply axiom of choice?}{\CMUC {\bf 21}, 699-706.}
\B{80a}{\L os' lemma holds in every category.}{\SSMH {\bf 13}, 361-376.}
\B{80b}{On systems of varieties definable by schemes of equations.}{\AU {\bf 11}, 105-116.}
\B{81}{Similarity types, pseudosimple algebras, and congruence representations of chains.}{\AU {\bf 13}, 293-306.}
\B{81a}{Some universal algebraic and model theoretic results in computer science.}{Fundamentals of computation theory (Szeged, 1981). Lecture Notes in Comput. Sci. {\bf 117}, 16--23.}
\B{84}{Importance of universal algebra for computer science.}{Universal algebra and its links with logic, algebra, combinatorics and computer science, R \& E Res. Exp. Math. {\bf 4}, 204--215.}
\B{96}{Axiomatization of identity-free equations valid in relation algebras.}{\AU {\bf 35}, 256-264.}

\A{Andr\'eka H., Makai E.Jr., M\'arki L., N\'emeti I.}
\B{79}{Reduced products in categories.}{\CGA, 25-45.}

\A{Antonelli G.A.}
\B{99}{Free set algebras satisfying systems of equations.}{\JSL {\bf 64}, 1656-1674.}

\A{Antonius R., Rival I.}
\B{74}{A note on Whitman's property for free lattices.}{\AU {\bf 4}, 271-272.}

\A{Anusiak J.}
\B{72}{On transitive operations in abstract algebras.}{\CM {\bf 25}, 15-23.}

\A{Anusiak J., W\c eglorz B.}
\B{71}{Remarks on C-independence in Cartesian products of abstract algebras.}{\CM {\bf 22}, 161-165.}

\A{Appa G., Magos D., Mourtos I., Janssen J.C.M.}
\B{06}{On the orthogonal Latin squares polytope.}{\DM {\bf 306}, 171-187.}

\A{Appel K.I.}
\B{59}{Horn sentences in identity theory.}{\JSL {\bf 24}, 306-310.}

\A{Appleson R.R.}
\B{76}{Zero divisors among finite structures of a finite type.}{\AU {\bf 6}, 25-35.}

\A{Appleson R.R., Lov\'asz L.}
\B{75}{A characterization of cancellable k-ary structures.}{\PMH {\bf 6}, 17-19.}

\A{Ara\'ujo J.}
\B{02}{Generators for the semigroup of endomorphisms of an independence algebra.}{Algebra Colloquium {\bf 9}, 375-382.}
\B{02a}{Normal semigroups of endomorphisms of proper independence algebras are idempotent generated.}{Proc. Edinburgh Math. Soc. {\bf 45}, 205-217.}

\A{Ara\'ujo J., Mitchell J.D., Silva N.}
\B{03}{On generating countable sets of endomorphisms.}{\AU {\bf 50}, 61-67.}

\A{Aref'ev R.D., Baldwin J.T., Mazzucco M.}
\B{99}{Classification of $\delta$-invariant amalgamation classes.}{\JSL {\bf 64}, 1743-1750.}

\A{Areshkin G.Ya.}
\B{53}{Ob otnosheniyakh kongruencij v distributivnykh strukturakh s nulevym elementom.}{DAN SSSR {\bf 90}, 485-486.}
\B{53a}{Svobodnye distributivnye struktury i svobodnye bikompaktnye $T_0$-prostranstva.}{Mat. Sb. {\bf 33}, 133-156.}

\A{Armbrust M.}
\B{66}{Die fastdirekten Zerlegungen einer allgemeinen Algebra I.}{\CM {\bf 14}, 39-62.}
\B{67}{Die fastdirekten Zerlegungen einer allgemeinen Algebra II.}{\CM {\bf 17}, 1-22.}
\B{70}{On set-theoretic characterization of congruence lattices.}{\ZMLG {\bf 16}, 417-419.}
\B{73}{A first order approach to correspondence and congruence systems.}{\ZMLG {\bf 19}, 215-222.}
\B{73a}{Direct limits of congruence systems.}{\CM {\bf 27}, 177-185.}

\A{Armbrust M., Kaiser K.}
\B{74}{On some properties a projective model class passes on to the generated axiomatic class.}{\AMLG {\bf 16}, 133-136.}

\A{Armbrust M., Schmidt J.}
\B{64}{Zum Cayleyschen Darstellungssatz.}{Math. Ann. {\bf 154}, 70-72.}

\A{Arnborg S., Tid\'en E.}
\B{87}{Unification problems with one-sided distributivity.}{In \Jou, 398-406.}

\A{Arnold A., Nivat M.}
\B{77}{Non-deterministic recursive program schemes.}{Fundamentals on Computer Science, Lecture Notes on Computer Science {\bf 56}, 12-22.}

\A{Arnold B.H.}
\B{51}{Distributive lattices with a third operation defined.}{\PJM {\bf 1}, 33-41.}

\A{Artamonov V.A.}
\B{68}{Dopustimye podgruppy svobodnogo proizvedeniya $\Gamma$-operatornykh grupp s regulyarnoj gruppoj operatorov $\Gamma$.}{Mat. Sb. {\bf 76}, 605-619.}
\B{68a}{Izomorfizmy svobodnykh razlozhenij $\Gamma$-operatornykh grupp s regulyarnoj gruppoj operatorov $\Gamma$.}{\MZam {\bf 4}, 355-360.}
\B{69}{Klony polilinejnykh operacij i mul'tioperatornye algebry.}{\UMN {\bf 24}, 47-59.}
\B{70}{Svobodnye n-gruppy.}{\MZam {\bf 8}, 499-507.}
\B{70a}{Dopustimye podgruppy $\Gamma$-svobodnoj gruppy.}{\Sib {\bf 11}, 1203-1214.}
\B{71}{Poluprostye mnogoobraziya mul'tioperatornykh algebr I, II.}{\IV No.11, 3-10; No.12, 15-21.}
\B{71a}{Nil'potentnost', proektivnost', svoboda.}{Vestn. Mosk. un-ta Mat., mekh. No.5, 50-53.}
\B{72}{Proektivnye metabelevy algebry Li konechnogo ranga.}{\Izv {\bf 36}, 510-522.}
\B{73}{Cepnye mnogoobraziya linejnykh algebr.}{Trudy Mosk. matem. obshch. {\bf 29}, 51-78.}
\B{76}{On finite algebras of prime dimension without subalgebras.}{J. Algebra {\bf 42}, 247-260.}
\B{76a}{Universal'nye algebry.}{Algebra, topologiya, geom. Itogi nauki {\bf 14}, 191-247.}
\B{77}{On algebras without proper subalgebras.}{Math. USSR Sbornik {\bf 33}, 375-401.}
\B{78}{Reshetki mnogoobrazij linejnykh algebr.}{\UMN {\bf 33}, 135-167.}
\B{78a}{Projective metabelian groups and Lie algebras.}{Math. USSR Izvestija {\bf 12}, 213-223.}
\B{78b}{Cepnye mnogoobraziya grupp.}{Trudy sem. im. I. G. Petrovskogo {\bf 3}, 3-8.}
\B{79}{O shrejerovykh mnogoobraziyakh n-grupp i n-polugrupp.}{Trudy sem. im. I. G. Petrovskogo {\bf 5}, 193-203.}
\B{80}{Minimal'nye mnogoobraziya obobshchennykh polugrupp, grupp i kolec.}{\Sib {\bf 21}, 6-22.}
\B{81}{Projective nonfree modules over group rings of solvable groups.}{Math. USSR Sbornik {\bf 44}, 207-217.}
\B{82}{Stroenie proektivnykh grupp v proizvedeniyakh mnogoobrazij.}{Trudy sem. im. I. G. Petrovskogo {\bf 8}, 58-74.}
\B{82a}{Nonfree projectives in products of group varieties.}{Universal algebra and applications, Banach Center Publications {\bf 9}, 7-13.}
\B{?}{On W.Taylor's fine spectrum of a variety.}{}

\A{Artin E.}
\B{40}{Coordinates in affine geometry.}{Rep. Math. Colloq. {\bf 2}, 15-20.}
\B{57}{Geometric algebra.}{Interscience Publishers, New York - London.}

\A{Artmann B.}
\B{65}{Automorphismen und Koordinaten bei ebenen Verb\"anden.}{Mitt. Math. Sem. Giessen {\bf 66}, 1-58.}
\B{67}{Bemerkungen zu einem verbandstheoretischen Problem von Skornyakov.}{\AM {\bf 18}, 226-229.}
\B{67a}{Ein Struktursatz f\"ur ebene Verb\"ande.}{\AM {\bf 18}, 23-32.}
\B{68}{On coordinates in modular lattices.}{Illinois J. Math. {\bf 12}, 626-648.}
\B{69}{Hjelmslev planes derived from modular lattices.}{CanJM {\bf 21}, 76-83.}
\B{69a}{Hjelmslev-ebenen mit verfeinerten Nachbarschaftsrelationen.}{Math. Z. {\bf 112}, 163-180.}
\B{69b}{Uniforme Hjelmslev-ebenen und modulare Verb\"ande.}{Math. Z. {\bf 111}, 15-45.}
\B{70}{Hjelmslev-ebenen in projektiven R\"aumen.}{\AM {\bf 21}, 304-307.}
\B{71}{Desarguessche Hjelmslev-Ebenen n-ter stufe.}{Mitt. Math. Sem. Giessen {\bf 91}, 1-19.}
\B{72}{Geometric aspects of primary lattices.}{PJM {\bf 43}, 15-25.}

\A{Artzy R.}
\B{54}{Loops and generally situated 4-webs.}{Technion. Israel Inst. Techn. Sci. Publ., 1954--55, 5-13.}
\B{59}{Crossed-inverse and related loops.}{\TAMS {\bf 91}, 480-492.}
\B{59a}{On automorphic-inverse properties in loops.}{\PAMS {\bf 10}, 588-591.}
\B{60}{Relations between loop identities.}{\PAMS {\bf 11}, 847-851.}
\B{61}{Cayley diagrams of binary systems.}{Duke Math. J. {\bf 28}, 491-495.}
\B{63}{Net motions and loops.}{\AM {\bf 14}, 95-101.}
\B{63a}{Isotopy and parastrophy of quasigroups.}{\PAMS {\bf 14}, 429-431.}
\B{63b}{Solution of loop questions by adjunction.}{\PJM {\bf 13}, 261-263.}
\B{71}{Loop laws and collineations of planes.}{Isr. J. Math. {\bf 10}, 106-113.}
\B{78}{Inverse-cycles in weak-inverse loops.}{\PAMS {\bf 68}, 132-134.}

\A{Ash C.J.}
\B{72}{On countable n-valued Post algebras.}{\AU {\bf 2}, 339-345.}
\B{75}{Reduced powers and Boolean extensions.}{\JLMS {\bf 9}, 429-432.}

\A{Asperti A., Ciabattoni A.}
\B{97}{A sufficient condition for completability of partial combinatory algebras.}{\JSL {\bf 62}, 1209-1214.}

\A{Astromoff A.}
\B{65}{Some structure theorems for primal and categorical algebras.}{Math. Z. {\bf 87}, 365-377.}

\A{Atkinson M.D., Murphy M.M., Ru\v skuc N.}
\B{02}{Partially well-ordered closed sets of permutations.}{Order {\bf 19}, 101-113.}

\A{Aubert K.E.}
\B{53}{On the ideal theory of commutative semi-groups.}{\MS {\bf 1}, 39-54.}

\A{Auinger K., Szendrei M.B.}
\B{04}{Comparing the regular and the restricted regular semidirect products.}{\AU {\bf 51}, 9-28.}

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\B{?}{Non-finitely based varieties of unary semigroups.}{}

\A{Auslander M., Goldman O.}
\B{60}{Maximal orders.}{\TAMS {\bf 97}, 1-24.}

\A{Aust C.}
\B{74}{Primitive elements and one relation algebras.}{\TAMS {\bf 193}, 375-387.}

\A{Austin A.K.}
\B{65}{A note on models of identities.}{\PAMS {\bf 16},522--523.}
\B{66}{A closed set of laws which is not generated by a finite set of laws.}{\QU {\bf 17}, 11--13.}
\B{66a}{A note on loops.}{\PJM {\bf 18}, 209-212.}
\B{66b}{Finite models for laws in two variables.}{\PAMS {\bf 17}, 1410--1412.}
\B{67}{A note on loops and laws.}{\QU {\bf 18}, 119--123.}
\B{79}{A note on decision procedures for identities.}{\AU {\bf 9}, 146-151.}

\A{Avallone A., Vitolo P.}
\B{03}{Congruences and ideals of effect algebras.}{Order {\bf 20}, 67-77.}

\A{Avann S.P.}
\B{58}{A numeric condition for modularity of a lattice.}{\PJM {\bf 8}, 17-22.}
\B{58a}{Dual symmetry of projective sets in a finite modular lattice.}{\TAMS {\bf 89}, 541-558.}
\B{60}{Upper and lower complementation in a modular lattice.}{\PAMS {\bf 11}, 17-22.}
\B{60a}{Application of the join-irreducible excess function to semi-modular lattices.}{Math. Ann. {\bf 142} (1960/61), 345-354.}
\B{61}{Metric ternary distributive semi-lattices.}{\PAMS {\bf 12}, 407-414.}
\B{61a}{Distributive properties in semi-modular lattices.}{Math. Z. {\bf 76}, 283-287.}
\B{64}{Increases in the join-excess function in a lattice.}{Math. Ann. {\bf 154}, 420-426.}
\B{64a}{Dependence of finiteness conditions in distributive lattices.}{Math. Z. {\bf 85}, 245-256.}

\A{Baader F.}
\B{?}{Unification in commutative theories, Hilbert's basis theorem and Gr\"obner bases.}{}

\A{Babai L., Frankl P.}
\B{78}{Infinite quasigroups with given regular automorphism groups.}{\AU {\bf 8}, 310-319.}

\A{Baccherini D., Merlini D., Sprugnoli R.}
\B{07}{Binary words excluding a pattern and proper Riordan arrays.}{\DM {\bf 307} 1021-1037.}

\A{Bachmair L., Plaisted D.A.}
\B{87}{Associative path orderings.}{In \Jou, 241-254.}

\A{Bachraoui M.E., Vel M.van de}
\B{02}{Matrix relation algebras.}{\AU {\bf 48}, 273-279.}
\B{02a}{Degree of matrix relation algebras.}{\AU {\bf 48}, 301-308.}

\A{Bachturin Yu. A.}
\B{74}{Identities in the universal envelopes of Lie algebras.}{\JAuMS {\bf 18}, 10-21.}

\A{Bacsich P.D.}
\B{72}{Cofinal simplicity and algebraic closedness.}{\AU {\bf 2}, 354-360.}
\B{73}{Primality and model-completions.}{\AU {\bf 3}, 265-270.}
\B{75}{Amalgamation properties and interpolation theorems for equational theories.}{\AU {\bf 5}, 45-55.}
\B{?}{Amalgamation properties and interpolation theorems.}{}

\A{Bacsich P.D., Hughes D.R.}
\B{74}{Syntactic characterisations of amalgamation, convexity and related properties.}{\JSL {\bf 39}, 433-451.}

\A{Badawy A.}
\B{?}{Construction of principal MS-algebras.}{Preprint}
\B{?}{Construction of decomposable MS-algebras.}{Preprint}
\B{?}{Principal homomorphisms and principal subalgebras of principal p-algebras.}{Preprint}

\A{Baer R.}
\B{73}{Direct decompositions into primary components.}{\AU {\bf 3}, 16-50.}

\A{Bagyinszki J., Demetrovics J.}
\B{82}{The lattice of linear classes in prime valued logics.}{Banach Center Publ. {\bf 7}, 105-123.}

\A{Bahls P., Cole J., Galatos N., Jipsen P., Tsinakis C.}
\B{03}{Cancellative residuated lattices.}{\AU {\bf 50}, 83-106.}

\A{Bailey C.G., Oliveira J.S.}
\B{03}{Cube-like structures generated by filters}{\AU {\bf 49}, 129-158.}

\A{Bailey R.A.}
\B{82}{Dual abelian groups in the design of experiments.}{in: Algebraic Structures and Applications, Marcel Dekker, New York, 45-54.}

\A{Bajramov R.A.}
\B{68}{On endomorphisms of certain algebraic systems.}{(Russian) Akad. Nauk Azerbajdzhan. SSR Dokl. {\bf 24}, 3-7.}
\B{71}{The subalgebra lattices of certain algebras.}{(Russian) Izv. AN Azerb.SSR Ser. Fiz.-Tekhn. Mat. Nauk, No.2, 149-156.}
\B{74}{On small and locally small varieties.}{(Russian) Vestnik Moskov. Univ. Ser. I Mat. Mekh. {\bf 4}, 133-134.}
\B{75}{Interconnections between the subalgebra lattice and generating sets.}{(Russian) Vestnik Moskov. Univ. Ser. I Mat. Mekh. {\bf 6}, 115.}
\B{75a}{On generating sets and subalgebras of universal algebras.}{(Russian) XIIIth All-Union Algebra Symposium, Gomel, 375-376.}

\A{Bajramov R.A., Dzhabbarzadekh V.M.}
\B{76}{On generation of varieties and quasivarieties.}{(Russian) Materials of the Republican Conf. of Young Scientists, Math. and Mech., Baku, 5-9.}
\B{78}{On the theory of varieties, quasivarieties and prevarieties of universal algebras.}{(Russian) Materials of the II-nd Republican Conf. of Young Scientists, Math. and Mech., Baku.}

\A{Bajramov R.A., Fejzullaev R.B., Makhmudov A.A.}
\B{77}{On certain finiteness conditions and operators in the theory of varieties.}{(Russian) Izv. AN AzerbajdzhanSSR Ser. Fiz.-Tekhn. Mat. Nauk {\bf 5}, 93-98.}

\A{Bajramov R.A., Makhmudov A.A.}
\B{79}{Dve zadachi o mnogoobraziyakh polugrupp.}{XV Vsesoyuzn. algebraichesk. konf. Tezisy dokladov Krasnoyarsk {\bf 2}, 13-14.}

\A{Bajramov R.A., Makhmudov A.A., Fejzullaev R.B.}
\B{77}{O nekotorykh usloviyakh konechnosti i operatorakh v teorii mnogoobrazij.}{Izv AN AzerbSSR N0.5, 93-98.}

\A{Bajusz T., McNulty G.F., Szendrei \'A.}
\B{90}{Lyndon's groupoid is not inherently nonfinitely based.}{\AU {\bf 27}, 254-260.}

\A{Baker K.A.}
\B{66}{Equational axioms for classes of Heyting algebras.}{\AU {\bf 6},105-120.}
\B{69}{Equational classes of modular lattices.}{\PJM {\bf 28}, 9-15.}
\B{69a}{A generalization of Sperner's lemma.}{J. Combin. Theory {\bf 6}, 224-225.}
\B{71}{Equational axioms for classes of lattices.}{\BAMS {\bf 77}, 97-102.}
\B{73}{Inside free semilattices.}{\PHLT 306-331.}
\B{74}{Primitive satisfaction and equational problems for lattices and other algebras.}{\TAMS {\bf 190}, 125-150.}
\B{76}{Equational axioms for classes of Heyting algebras.}{\AU {\bf 6}, 105-120.}
\B{77}{Finite equational bases for finite algebras in a congruence-distributive equational class.}{Advances in Math. {\bf 24}, 207-243.}
\B{83}{Nondefinability of projectivity in lattice varieties.}{\AU {\bf 17}, 267-274.}
\B{?1}{Congruence-distributive polynomial reducts of lattices.}{\AU.}
\B{?2}{J\'onsson $\Delta_4$-algebras from lattices.}{\AU.}

\A{Baker K., Fishburn P.C., Roberts F.S.}
\B{70}{Partial orders of dimension 2, interval orders, and interval graphs.}{Rand. Corp. P-4376.}

\A{Baker K., Hales A.W.}
\B{70}{Distributive projective lattices.}{\CanJM {\bf 22}, 472-475.}
\B{74}{From a lattice to its ideal lattice.}{\AU {\bf 4}, 250-258.}

\A{Baker K., Lane N.D., Lorimer J.W.}
\B{82}{Order and topology in projective Hjelmslev planes.}{J. Geom. {\bf 19}, 8-42.}

\A{Baker K.A., McNulty G.F., Wang J.}
\B{04}{ An extension of Wilard's finite basis theorem: congruence meet-semi\-distributive varieties of finite critical depth.}{\AU {\bf 52}, 289-302.}

\A{Baker K., McNulty G., Werner H.}
\B{87}{The finitely based varieties of graph algebras.}{\AS {\bf 51}, 3--15.}
\B{89}{Shift-automorphism methods for inherently nonfinitely based varieties of algebras.}{\CMJ {\bf 39}, 53--69.}

\A{Baker K.A., McNulty G.F., Taylor W.}
\B{?}{Avoidable words: bounding the alphabet size.}{}
\B{89}{Growth problems for avoidable words.}{Theoret. Comput. Sci. {\bf 69} 319--345.}

\A{Baker K.A., Pixley A.F.}
\B{75}{Polynomial interpolation and the Chinese remainder theorem for algebraic systems.}{Math. Z. {\bf 43}, 165-174.}

\A{Baker K.A., Wang J.}
\B{02}{Definable principal subcongruences.}{\AU {\bf 47}, 145-151.}
\B{05}{Approximate distributive laws and finite equational bases for finite algebras in congruence-distributive varieties.}{\AU {\bf 54}, 385-396.}

\A{Baker R.}
\B{78}{Quasigroups and tactical systems.}{Aeq. math. {\bf 18}, 296-303.}

\A{Bakhturin Yu.A.}
\B{68}{Dva zamechaniya o mnogoobraziyakh algebr Li.}{\MZam {\bf 4}, 387-398.}
\B{74}{Identities in the universal envelopes of Lie algebras.}{\JAuMS {\bf 18}, 10-21.}

\A{Bakker J.W.de}
\B{67}{On convex sublattices of distributive lattices.}{Math. Centrum Amsterdam Afd. Zuivere Wisk. ZW-003.}

\A{Balbes R.}
\B{67}{Projective and injective distributive lattices.}{\PJM {\bf 21}, 405-420.}
\B{69}{A note on distributive sublattices of a modular lattice.}{\FM {\bf 65}, 219-222.}
\B{71}{On the partially ordered set of prime ideals of a distributive lattice.}{\CanJM {\bf 23}, 866-874.}
\B{72}{Solution to a problem concerning the intersection of maximal filters and maximal ideals in a distributive lattice.}{\AU {\bf 2}, 389-392.}
\B{73}{On free pseudo-complemented and relatively pseudo-complemented semi-lattices.}{\FM {\bf 78}, 119-131.}
\B{83}{Maximal and completely meet irreducible sublattices of a distributive lattice.}{\AU {\bf 17}, 317-328.}
\B{00}{Free ternary algebras.}{\IJAC {\bf 10}, 739-749.}

\A{Balbes R., Dwinger Ph.}
\B{71}{Coproducts of Boolean algebras and chains with applications to Post algebras.}{\CM {\bf 24}, 15-25.}
\B{71a}{Uniqueness of representation of a distributive lattice as a free product of a Boolean algebra and a chain.}{\CM {\bf 24}, 27-35.}
\B{74}{Distributive lattices.}{Univ. Missouri Press, Columbia, Miss.}

\A{Balbes R., Gratzer G.}
\B{71}{Injective and projective Stone algebras.}{Duke Math. J. {\bf 38}, 339-347.}

\A{Balbes R., Horn A.}
\B{67}{Order sums of distributive lattices.}{\PJM {\bf 21}, 421-435.}
\B{70}{Stone lattices.}{Duke Math. J. {\bf 37}, 537-545.}
\B{70a}{Injective and projective Heyting algebras.}{\TAMS {\bf 148}, 549-559.}
\B{70b}{Projective distributive lattices.}{\PJM {\bf 33}, 273-279.}

\A{Balcerzyk S.}
\B{56}{Remark on a paper of S. Gacs\'alyi.}{\PMD {\bf 4}, 357-358.}
\B{57}{On algebraically compact groups of I. Kaplansky.}{\FM {\bf 44}, 91-93.}

\A{Baldwin J.T.}
\B{73}{A sufficient condition for a variety to have the amalgamation property.}{\CM {\bf 28}, 181-183.}
\B{73a}{The number of automorphisms of models of $\aleph_1$-categorical theories.}{\FM {\bf 83}, 1-6.}
\B{74}{Atomic compactness in $\aleph_1$-categorical Horn theories.}{\FM {\bf 83}, 263-268.}
\B{75}{The number of subdirectly irreducible algebras in a variety.}{\AU {\bf 5}, 379-389.}
\B{80}{The number of subdirectly irreducible algebras in a variety II.}{\AU {\bf 11}, 1-6.}

\A{Baldwin J.T., Berman J.}
\B{75}{The number of subdirectly irreducible algebras in a variety.}{\AU {\bf 5}, 379-389.}
\B{76}{Varieties and finite closure conditions.}{\CM {\bf 35}, 15-20.}
\B{77}{A model-theoretic approach to Mal'cev conditions.}{\JSL {\bf 42}, 277-288.}
\B{82}{Definable principal congruence relations: kith and kin.}{\AS 44, 255-270.}

\A{Baldwin J.T., Berman J., Glass A.M.W., Hodges W.A.}
\B{82}{A combinatorial fact about free algebras.}{\AU {\bf 15}, 145-152.}

\A{Baldwin J.T., Blass A.R., Glass A.M.W., Kueker D.W.}
\B{73}{A 'natural' theory without a prime model.}{\AU {\bf 3}, 152-155.}

\A{Baldwin J.T., Givant S.}
\B{83}{Model complete universal Horn classes.}{\AU {\bf 17}, 110-119.}

\A{Baldwin J.T., Grossberg R., Shelah S.}
\B{99}{Transfering saturation, the finite cover property, and stability.}{\JSL {\bf 64}, 678-684.}

\A{Baldwin J.T., Lachlan A.}
\B{73}{On universal Horn classes categorical in some infinite power.}{\AU {\bf 3}, 98-111.}

\A{Baldwin J., Lessmann O.}
\B{02}{Amalgamation properties and finite models in $L^n$-theories.}{Arch. Math. Logic {\bf 41}, 155-167.}

\A{Baldwin J.T., McKenzie R.}
\B{82}{Counting models in universal Horn classes.}{\AU {\bf 15}, 359-384.}

\A{Baldwin J.T., Shelah S.}
\B{83}{The structure of saturated free algebras.}{\AU {\bf 17}, 191-199.}
\B{98}{DOP and FCP in generic structures.}{\JSL {\bf 63}, 427-438.}

\A{Bales J.L.}
\B{79}{On product varieties of inverse semigroups.}{\JAuMS {\bf 28}, 107-119.}

\A{Ball K.}
\B{97}{An elementary introduction to modern convex geometry.}{Flavors of geometry MSRI Publications {\bf 31}, 1997.}

\A{Ball R.N.}
\B{84}{Distributive Cauchy lattices.}{\AU {\bf 18}, 134-174.}
\B{96}{Distinguished extensions of a lattice-ordered group.}{\AU {\bf 35}, 85-112.}

\A{Ball R.N., Georgescu G., Leustean I.}
\B{02}{Cauchy completions of MV-algebras.}{\AU {\bf 47}, 367-407.}

\A{Ball R.N., Hager A.W., Johnson D.G., Kizanis A.}
\B{05}{On the epicomplete monoreflection of an archimedean lattice-ordered group.}{\AU {\bf 54}, 417-434.}

\A{Ball R.N., Pultr A., Sichler J.}
\B{06}{The mysterious 2-crown.}{\AU {\bf 55}, 213-226.}

\A{Ball R.W.}
\B{73}{Free generation in halfgroupoids.}{\AU {\bf 3}, 127-128. Addendum, \AU {\bf 4}, 372.}

\A{Bammel S.E., Rothstein J.}
\B{75}{The number of $9\times9$ latin squares.}{Discrete Math. {\bf 11}, 93-95.}

\A{Banaschewski B.}
\B{68}{Projective covers in categories of topological spaces and topological algebras.}{McMaster Univ. Preprint.}
\B{70}{Injectivity and essential extensions in equational classes of algebras.}{PCKingston, 131-147.}
\B{71}{Equational compactness of G-sets.}{Manuscript.}
\B{72}{On profinite universal algebras.}{General topology and its relations to modern analysis and algebra, III (Proc. Third Prague Topological Sympos., 1971), 51-62.}
\B{73}{Equational compactness in universal algebra.}{McMaster University, Preprint.}
\B{74}{Equational compactness of G-sets.}{\CanMB {\bf 17}, 11-18.}
\B{74a}{On equationally compact extensions of algebras.}{\AU {\bf 4}, 20-35.}
\B{78}{Hulls, kernels, and continuous lattices.}{\HJM {\bf 4}, 517-525.}
\B{79}{Recovering a space from its Banach sheaves.}{in: Categorical topology (Proc. Internat. Conf., Free Univ. Berlin, Berlin, 1978), \LNM {\bf 719}, 1-12.}
\B{80}{Extension of invariant linear functionals: Hahn-Banach in the topos of M-sets.}{J. Pure Appl. Algebra {\bf 17}, 227-248.}
\B{80a}{Injective sheaves of abelian groups: a counterexample.}{\CanJM {\bf 32}, 1518-1521.}
\B{80b}{The duality of distributive continuous lattices.}{\CanJM {\bf 32}, 385-394.}
\B{80c}{When are divisible abelian groups injective?}{Quaestiones Math. {\bf 4}, 285-307.}
\B{81}{A lemma on flatness.}{\AU {\bf 12}, 154-159.}
\B{81a}{Coherent frames.}{in: Continuous lattices, \LNM {\bf 871}, 1--11.}
\B{81b}{The duality of distributive sigma-continuous lattices.}{in: Continuous lattices, \LNM {\bf 871}, 12-19.}
\B{82}{On the category invariance of cardinalities in a prevariety.}{\AU {\bf 14}, 267-268.}
\B{82a}{On the category invariance of cardinalities in a prevariety.}{\AU {\bf 14}, 267-268.}
\B{83}{On categories of algebras equivalent to a variety.}{\AU {\bf 16}, 264-267.}
\B{83a}{The Birkhoff theorem for varieties of finite algebras.}{\AU {\bf 17}, 360-368.}
\B{88}{The prime ideal theorem and representation of F-rings.}{\AU {\bf 25}, 384-387.}
\B{90}{On the weak automorphisms of certain algebras.}{\AU {\bf 26}, 307-310.}
\B{90a}{Evelyn M. Nelson: An appreciation.}{\AU {\bf 26}, 259-266.}

\A{Banaschewski B., Brummer G.C.L., Hardie K.A.}
\B{83}{Biframes and bispaces.}{Quaestiones Math. {\bf 6}, 13-25.}

\A{Banaschewski B., Bruns G.}
\B{67}{Categorical characterization of the MacNeille completion.}{\AM {\bf 18}, 369-377.}
\B{68}{Injective hulls in the category of distributive lattices.}{\JR {\bf 232}, 102-109.}
\B{79}{A proof that $J(L)$ belongs to $HSP(L)$.}{\AU {\bf 9}, 395-395.}

\A{Banaschewski B., Dwinger Ph.}
\B{67}{Categorical characterization of the MacNeill completion.}{\AM {\bf 18}, 369-377.}

\A{Banaschewski B., Garc\'\i a O.C.}
\B{86}{Concrete functors and duality.}{Publ. Prelim. del Inst. des Mat. 104.}

\A{Banaschewski B., Herrlich H.}
\B{76}{Subcategories defined by implications.}{\HJM {\bf 2}, 149-171.}

\A{Banaschewski B., Mulvey C.J.}
\B{80}{Stone-\v Cech compactification of locales I.}{\HJM {\bf 6}, 301-312.}
\B{84}{Stone-\v Cech compactification of locales II.}{J. Pure Appl. Algebra {\bf 33}, 107-122.}

\A{Banaschewski B., Nelson E.}
\B{72}{Equational compactness in equational classes of algebras.}{\AU {\bf 2}, 152-165.}
\B{72a}{On residual finiteness and finite embeddability.}{\AU {\bf 2}, 361-364.}
\B{73}{Equational compactness in infinitary algebras.}{\CM {\bf 27}, 197-205.}
\B{77}{Elementary properties of limit reduced powers with applications to Boolean powers.}{\CMSJB {\bf 17}, 21-25.}
\B{80}{Boolean powers as algebras of continuous functions.}{Dissertationes Math. {\bf 179}, Warszaw.}
\B{82}{Completions of partially ordered sets.}{SIAM J. Comput. {\bf 11}, 521-528.}

\A{Bandelt H.J.}
\B{75}{Zur konkreten Charakterisierung von Kongruenzverb\"anden.}{AM {\bf 26}, 8-13.}
\B{77}{On congruence lattices of 2-valued algebras.}{\CMSJB {\bf 17}, 27-31.}
\B{80}{Regularity and complete distributivity.}{\SF {\bf 19}, 123-126.}
\B{81}{Local polynomial functions on lattices.}{\HJM {\bf 7}, 317-325.}
\B{81a}{Tolerance relations on lattices.}{\BAuMS {\bf 23}, 367-381.}
\B{81b}{Complemented continuous lattices.}{\AM {\bf 36}, 474-475.}
\B{82}{M-distributive lattices.}{\AM {\bf 39}, 436-441.}
\B{83}{Toleranzrelationen als Galoisverbindungen.}{\AS {\bf 46}, 55-58.}
\B{83a}{Coproducts of bounded $(\alpha,\beta)$-distributive lattices.}{\AU {\bf 17}, 92-100.}

\A{Bandelt H.J., Erne M.}
\B{83}{The category of Z-continuous posets.}{J. Pure Appl. Algebra {\bf 30}, 219-226.}

\A{Bandelt H.J., Padmanabhan R.}
\B{79}{A note on lattices with unique comparable complements.}{Abh. Math. Sem. Univ. Hamburg {\bf 48}, 112-113.}

\A{Bang-Jensen J., Guo Y., Yeo A.}
\B{00}{Complementary cycles containing prescribed vertices in tournaments.}{Discrete Math. {\bf 214}, 77-87.}

\A{Bang-Jensen J., Nielsen M.H., Yeo A.}
\B{06}{Longest path partitions in generalizations of tournaments.}{\DM {\bf 306}, 1830-1839.}

\A{Bankston P.}
\B{83}{Obstacles to duality between classes of relational structures.}{\AU {\bf 17}, 87-91.}

\A{Bankston P., Fox R.}
\B{83}{On categories of algebras equivalent to a quasivariety.}{\AU {\bf 16}, 153-158.}

\A{Baranovich T.M.}
\B{62}{The equivalence of topological spaces in primitive algebra classes.}{(Russian) Mat. Sb. {\bf 56}, 129-136.}
\B{64}{O politozhdestvakh v universal'nykh algebrakh.}{\Sib {\bf 5}, 976-986.}
\B{64a}{Svobodnye razlozheniya v peresechenii primitivnykh klassov algebr.}{DAN SSSR {\bf 155}, 727-729.}
\B{65}{Svobodnye razlozheniya v peresechenii primitivnykh klassov algebr.}{Mat. Sb. {\bf 67}, 135-153.}
\B{66}{Svobodnye razlozheniya v nekotorykh primitivnykh klassakh universal'nykh algebr.}{\Sib {\bf 7}, 1230-1249.}
\B{68}{Universal algebras.}{(Russian) Algebra. Geometry. Topology. 1966, AN SSSR Inst. Nauchn. Informacii, M., 109-136.}
\B{70}{O kategoriyakh, strukturno ekvivalentnykh nekotorym kategoriyam algebr.}{Mat. Sb. {\bf 83}, 3-14.}
\B{72}{O nekotorykh teoremakh v teorii mul'ti-operatornykh algebr.}{\Sib {\bf 13}, 6-16.}
\B{73}{Free decompositions of algebras with binary and arbitrary operations.}{(Russian) Trudy Moskov. Mat. Obshch. {\bf 29}, 79-85.}

\A{Baranovich T.M., Burgin M.S.}
\B{75}{Linear $\Omega$-algebras.}{(Russian) \UMN {\bf 30}, 61-106.}

\A{Baranskij V.A.}
\B{83}{Ob algebraicheskikh sistemakh, elementarnaya teoriya kotorykh sovmestima s proizvol'noj gruppoj.}{\AiL {\bf 22/6}, 599-607.}

\A{Barbilian D.}
\B{48}{Neue Gesichtspunkte \"uber klassische S\"atze aus der axiomatischen Algebra.}{Disquist. Math. Phys. {\bf 6}, 3-48.}

\A{Barbour G.D., Raftery J.G.}
\B{97}{On the degrees of permutability of subregular varieties.}{\CMJ {\bf 47}, 317-325.}

\A{Barcucci E., Bernini A., Ferrari L., Poneti M.}
\B{22}{A distributive lattice structure connecting Dyck paths, noncrossing partitions and 312-avoiding permutations.}{Order {\bf 22}, 311-328.}

\A{Baril J.L., Pallo J.M.}
\B{06}{The phagocytte lattice of Dyck words.}{Order {\bf 23}, 97-107.}

\A{Barkhudarayan A., Sichler J., Trnkov\'a V.}
\B{06}{The clone of a topological space: an inspiring book of Walter Taylor.}{\AU {\bf 55}, 319-344.}

\A{Barnhardt J.}
\B{78}{Distributive groupoids and biassociativity.}{Aeq. Math. {\bf 17}, 388-389.}

\A{Barr M.}
\B{66}{Cohomology in tensored categories.}{\PCALJ 344-354.}

\A{Barr M., Beck J.}
\B{66}{Acyclic models and triples.}{\PCALJ 336-343.}

\A{Barros C.M.de}
\B{67}{Quelques structures alg\'ebriques d\'efinies par des lois de compositions partielles et associatives.}{\CR A-B, {\bf 265}, A163-A166.}
\B{69}{Some characterizations for groupoids.}{Comptes Rendus de l'Acad. Bulg. des Sci. {\bf 22}, 495-498.}

\A{Bartol W., Niwi\'nski D., Rudak L.}
\B{87}{Semiisomorphism vs. isomorphism of inner extensions of a partial algebra.}{Demonstratio Math. {\bf 20}, 221-227.}
\B{87a}{The semilattice of inner extensions of a partial algebra.}{Demonstratio Math. {\bf 20}, 229-238.}

\A{Basarab A. S.}
\B{67}{Ob odnom klasse WIP-lup.}{\MI {\bf 2/2}, 3-24.}
\B{68}{Serdcevina obobshchennoj lupy Myfang.}{\MI {\bf 2/4}, 3-13.}
\B{68a}{Ob odnom klasse G-lup.}{\MI {\bf 3/2}, 72-77.}
\B{68b}{O teoreme Mufang.}{\BASM {\bf 1}, 16-24.}
\B{70}{Izotopiya WIP-lup.}{\MI {\bf 5/2}, 3-12.}
\B{71}{Ob odnom klasse G-lup II.}{\VTKL 3-11.}
\B{76}{K teorii obobshchennykh lup Bola.}{\SiK 3-9.}
\B{76a}{Bucle Moufang formale comutative.}{Stud. si cerc. mat. {\bf 28/3}, 259-265.}

\A{Bashir R.El, Dr\'apal A.}
\B{94}{Quasitrivial left distributive groupoids.}{\CMUC {\bf 35}, 597-606.}

\A{Bashir R.El, Hurt J., Jan\v ca\v r\'\i k A., Kepka T.}
\B{01}{Simple commutative semirings.}{J. Algebra {\bf 236}, 277-306.}

\A{Bashir R.El, Je\v zek J., Kepka T.}
\B{00}{Simple zeropotent paramedial groupoids are balanced.}{\CMJ {\bf 50}, 397--399.}

\A{Bashir R.El, Kepka T.}
\B{98}{Modules commuting (via Hom) with some limits.}{\FM {\bf 155}, 271-292.}
\B{02}{Commutative semigroups with few invariant congruences.}{\SF {\bf 64}, 453-471.}

\A{Basterfield J.G., Kelly L.M.}
\B{68}{A characterization of sets of n points which determine n hyperplanes.}{Proc. Cambridge Phil. Soc. {\bf 64}, 585-588.}

\A{Bateson C.A.}
\B{77}{Interplay between algebra and topology: groupoids in a variety.}{Ph.D. Thesis, Univ. of Colorado.}

\A{Bauer G., Otto F.}
\B{84}{Finite complete rewriting systems and the complexity of the word problem.}{\AI {\bf 21}, 521--540.}

\A{Bauer H., Poguntke W.}
\B{79}{Lattices of width three: an example and a theorem.}{\CGA, 47-54.}

\A{Bauer R. G.}
\B{68}{The algebra and geometry of polyadic quasigroups and loops.}{Doct. diss. Rutgers-State Univ., 221pp. Dissert. Abstrs, B29, No.4, 1425-1426.}

\A{Baumann V., Pfanzagl J.}
\B{66}{The closure operator in partial algebras with distributive operations.}{Math. Z. {\bf 92}, 416-424.}

\A{Baumgartner J., Galvin F., Laver R., McKenzie R.}
\B{73}{Game theoretic versions of partition relations I.}{\CMSJB {\bf 10}, Infinite and Finite Sets. Keszthely, 131-135.}

\A{Baumslag B., Baumslag G.}
\B{71}{On ascending chain conditions.}{\PLMS {\bf 22}, 681-704.}

\A{Baur W.}
\B{74}{Rekursive Algebren mit Kettenbedingungen.}{\ZMLG {\bf 20}, 37-46.}

\A{Bayasgalan B.}
\B{88}{Razreshimost' teorij proizvodnykh struktur polugrupp.}{\ASiM 4-14.}

\A{Bean D., Ehrenfeucht A., McNulty G.F.}
\B{79}{Avoidable patterns in strings of symbols.}{\PJM {\bf 84}, 261-294.}

\A{Bean R.}
\B{06}{Latin trades on three or four rows.}{\DM {\bf 306}, 3028-3041.}

\A{Beazer R.}
\B{75}{Post-like algebras and injective Stone algebras.}{\AU {\bf 5}, 16-23.}
\B{75a}{A note on injective double Stone algebras.}{\AU {\bf 5}, 239-241.}
\B{75b}{Hierarchies of distributive lattices satisfying annihilator conditions.}{\JLMS {\bf 11}, 216-222.}
\B{76}{Products of Post algebras with applications.}{\CM {\bf 35}, 179-187.}
\B{76a}{The determination congruence on double p-algebras.}{\AU {\bf 6}, 121-129.}
\B{78}{Some remarks on distributive double p-algebras.}{\AU {\bf 8}, 9-14.}
\B{83}{Affine complete double Stone algebras with bounded core.}{\AU {\bf 16}, 237-244.}

\A{Be\v cv\'a\v r J., Bican L., Je\v zek J., Kepka T., N\v emec P.}
\B{82}{Seznamujeme se s mno\v zinami.}{Polytechnick\'a kni\v znice SNTL, 94. svazek II. \v rady P\v r\'\i ru\v cky, Praha 1982. 176 pp.}

\A{Beglaryan V.A.}
\B{73}{Normal'nye deliteli v kvazigruppakh. I, II.}{Erevani amalsaran. Gitakan tegekagir. Bnakan gitutjunner, Uch. zap. Erevan. un-t. Estestv. n., No.1(122), 12-21; No.2(123), 3-7.}
\B{74}{Edinaly kvazigruppy.}{DAN ArmSSR {\bf 58/3}, 129-134.}
\B{77}{Edinal i associant kvazigruppy.}{Uch. zap. Erevan. un-t. Estestv. n. No.3, 17-21.}
\B{78}{Reshetki normal'nykh delitelej kvazigrupp.}{Erevan. un-t. Estestv. n. No.1, 140-142.}

\A{Beglaryan V.A., Shchukin K.K.}
\B{77}{Razreshimye ryady v kvazigruppakh.}{Molodoj nauch. rabotnik. Estestv. n. No.2/26, 13-26.}

\A{Behrendt G.}
\B{85}{Automorphism groups of algebraic lattices.}{\AU {\bf 21}, 163-166.}

\A{Behrens E.A.}
\B{60}{Distributiv darstellbare Ringe I.}{Math. Z. {\bf 73}, 409-432.}
\B{61}{Distributiv darstellbare Ringe II.}{Math. Z. {\bf 76}, 367-384.}

\A{Bektenov A.S.}
\B{74}{Algebraicheskie (k,n)-seti i ortogonal'nye sistemy n-arnykh kvazigrupp.}{\BASM {\bf 1}, 3-11.}
\B{75}{Kollineacii v algebraicheskikh (k,n)-setyakh i avtostrofii ortogonal'nykh sistem n-kvazigrupp.}{\MI {\bf 10/1}, 36-44.}
\B{76}{O nekotorykh svojstvakh prostranstvennoj 3-mernoj seti i ee koordinatnoj ternarnoj kvazigruppy.}{\SiK 10-20.}

\A{Bektenov A.S., Yakubov T.}
\B{74}{Sistemy ortogonal'nykh n-arnykh operacij.}{\BASM {\bf 3}, 7-14.}

\A{Belegradek O.V.}
\B{72}{Kategorichnost' v nesch\"etnykh moshchnostyakh i $\aleph_1$-odnorodnye modeli.}{\AiL {\bf 11}, 125-129.}
\B{98}{On minimal structures.}{\JSL {\bf 63}, 421-426.}

\A{Belegradek O.V., Tajclin M.A.}
\B{72}{Dva zamechaniya o mnogoobraziyakh $A_{m,n}$.}{\AiL {\bf 11}, 501-508, 614.}

\A{Belkin V.P.}
\B{76}{O nekotorykh reshetkakh kvazimnogoobrazij algebr.}{\AiL {\bf 15/1}, 12-21.}
\B{77}{O kvazitozhdestvakh nekotorykh konechnykh algebr.}{\MZam {\bf 22}, 335-338.}
\B{78}{Kvazitozhdestva konechnykh kolec i reshetok.}{\AiL {\bf 17}, 247-259.}

\A{Belkin V.P., Gorbunov V.A.}
\B{75}{Fil'try reshetok kvazimnogoobrazij algebraicheskikh sistem.}{\AiL {\bf 14/4}, 373-392.}

\A{Bellissima F.}
\B{85}{An effective representation for finitely generated free interior algebras.}{\AU {\bf 20}, 302-317.}

\A{Belnap N.D., Spencer J.H.}
\B{66}{Intensionally complemented distributive lattices.}{Portugal. Math. {\bf 25}, 99-104.}

\A{B\v elohl\'avek R.}
\B{00}{On the regularity of MV-algebras and Wajsberg hoops.}{\AU {\bf 44}, 375-377.}
\B{03}{Some properties of residuated lattices.}{\CMJ {\bf 53}, 161-171.}

\A{B\v elohl\'avek R., Chajda I.}
\B{97}{A polynomial characterization of congruence classes.}{\AU {\bf 37}, 235-242.}
\B{99}{Congruence classes in regular varieties.}{Acta Math. Univ. Comenian. {\bf 68}, 71-75.}

\A{Belousov V.D.}
\B{58}{O strukture distributivnykh kvazigrupp.}{\UMN {\bf 13}, 235-236.}
\B{58a}{O strukture D-kvazigrupp.}{Nauchn. dokl. vyssh. shkoly. Fiz.-matem. n., No.6, 8-13.}
\B{58b}{Tranzitivnye distributivnye kvazigruppy.}{Ukr. matem. zh. {\bf 10}, 13-22.}
\B{58c}{Proizvodnye operacii i associatory v lupakh.}{Mat. Sb. {\bf 45}, 51-70.}
\B{58d}{Associativnye sistemy kvazigrupp.}{\UMN {\bf 13}, 243.}
\B{60}{O strukture distributivnykh kvazigrupp.}{Mat. Sb. {\bf 50}, 267-298.}
\B{60a}{O svojstvakh binarnykh operacij.}{Uch. zap. Bel'tsk. gos. ped. in-t {\bf 5}, 9-28.}
\B{60b}{Tranzitivnye v celom sistemy kvazigrupp.}{Izv. Mol. fil. AN SSSR, No.10(76), 22-30.}
\B{61}{Associativnye v celom sistemy kvazigrupp.}{Mat. Sb. {\bf 55}, 221-236.}
\B{63}{Ob odnom klasse levodistributivnykh kvazigrupp.}{\IV No.1, 16-20.}
\B{64}{Reshenie odnoj zadachi Ulama.}{\BASM No.6, 78-79.}
\B{65}{Sistemy kvazigrupp s obobshchennymi tozhdestvami.}{\UMN {\bf 20}, 75-146.}
\B{65a}{O sopryazhennykh operaciyakh.}{\IsOA. Kishinev, 37-52.}
\B{65b}{Serdcevina lupy Bola.}{\IsOA. Kishinev, 53-66.}
\B{65c}{Ob odnom uslovii zamknutisti.}{Materialy dokl. 1-j Nauchno-tekhn. konf. Kishinevsk. politekhn. in-ta. Kishinev, 89-90.}
\B{65d}{Lupy s yadrom indeksa dva.}{Issled. po algebre i matem. analizu. Kishinev, Kartya Moldovenyaske, 11-21.}
\B{65e}{Dve zadachi teorii distributivnykh kvazigrupp.}{Issled. po algebre i matem. analizu. Kishinev, Kartya Moldovenyaske, 109-112.}
\B{66}{Algebra Grecera i S-sistemy kvazigrupp.}{\MI {\bf 1/1}, 55-81.}
\B{66a}{Ob odnom klasse n-arnykh lup.}{\MI {\bf 1/2}, 130-139.}
\B{66b}{Preobrazovaniya v 3-setyakh.}{Materialy dokl. 2-j Nauchno-tekhn. konf. Kishinevsk. politekhn. in-ta. Kishinev, 230.}
\B{66c}{Uravnoveshennye tozhdestva v kvazigruppakh.}{Mat. Sb. {\bf 70}, 55-97.}
\B{67}{Osnovy teorii kvazigrupp i lup.}{M., Nauka, 223 pp.}
\B{67a}{Nekotorye zamechaniya o TS-kvazigruppakh.}{Uch. zap. Kishinevsk. un-t {\bf 91}, 3-8.}
\B{67b}{Prodolzheniya kvazigrupp.}{\BASM {\bf 8}, 3-24.}
\B{67c}{Preobrazovaniya v setyakh.}{Matem. zap. Ural'sk. un-t {\bf 6/1}, 3-20.}
\B{67d}{Neassociativnye binarnye sistemy.}{Algebra, topol., geometriya 1965, M., 63-81.}
\B{68}{Sistemy ortogonal'nykh operacij.}{Mat. sb. {\bf 77}, 38-58.}
\B{68a}{O distributivnykh sistemakh kvazigrupp.}{\IsOA\ {\bf 1}, Kishinev, 23-35.}
\B{68b}{Usloviya zamykaniya v 3-setyakh.}{\MI {\bf 3/2}, 78-86.}
\B{69}{O gruppe, associrovannoj kvazigruppe.}{\MI {\bf 4/3}, 21-39.}
\B{69a}{Funkcional'noe uravnenie Mufang.}{\MI {\bf 4/4}, 3-19.}
\B{70}{O funkcional'nom uravnenii obshchej associativnosti.}{Mat. zap. Ural'sk. un-t {\bf 7/3}, 20-35.}
\B{71}{Balanced identities in algebras of quasigroups.}{Aeq. math. {\bf 7}, 103-104.}
\B{71a}{Algebraicheskie seti i kvazigruppy.}{Kishinev, Shtiinca. 168 pp.}
\B{71b}{Odno uslovie zamykaniya v k-setyakh.}{\MI {\bf 6/3}, 33-44.}
\B{71c}{Uravnoveshennye tozhdestva v algebrakh s kvazigruppovymi operaciyami.}{\MI {\bf 6/1}, 3-40.}
\B{71d}{K funkcional'nomu uravneniyu Mufang.}{\VTKL 11-20.}
\B{71e}{Pozicionnye algebry s podstanovkami.}{\VTKL 131-139.}
\B{72}{Balanced identities in algebras of quasigroups.}{Aeq. math. {\bf 8}, 1-73.}
\B{72a}{n-arnye kvazigruppy.}{Kishinev, Shtiinca. 227 pp.}
\B{76}{Uravnenie obshchej medial'nosti.}{\SiK 21-31.}
\B{79}{Konfiguracii v algebraicheskikh setyakh.}{Kishinev, Shtiinca. 143 pp.}

\A{Belousov V.D., Bektenov A.S.}
\B{79}{Prostranstvennye seti i ikh koordinatizaciya.}{In-t mat. s VC AN MSSR. Kishinev, 32 pp.}
\B{81}{Prostranstvennye seti i ikh koordinatizaciya I. Tkani i kvazigruppy.}{Kalinin, 157-166.}

\A{Belousov V.D., Curkan B.V.}
\B{69}{Skreshchenno obratimye kvazigruppy.}{(CI-kvazigruppy) \IV No.3, 21-27.}

\A{Belousov V.D., Florya I.A.}
\B{65}{O levodistributivnykh kvazigruppakh.}{\BASM No.7, 3-13.}
\B{66}{Kvazigruppy so svojstvom obratimosti.}{\BASM No.4, 3-17.}

\A{Belousov V.D., Gvaramiya A.A.}
\B{66}{O kvazigruppakh Stejna.}{Soobshch. AN GruzSSR {\bf 44/3}, 537-544.}
\B{72}{Chastichnye tozhdestva i yadra kvazigrupp.}{Soobshch. AN GruSSR {\bf 65/2}, 277-279.}

\A{Belousov V.D., Hossz\'u M.}
\B{64}{Some problems on ternary quasigroups.}{Matem. vesn. {\bf 1}, 319-324.}
\B{65}{Some reduction theorems on the functional equation of generalized distributivity.}{Publs. math. {\bf 12}, 175-180.}

\A{Belousov V.D., Livshic E.S.}
\B{74}{Funkcional'noe uravnenie obshchej associativnosti na binarnykh kvazigruppakh.}{\MI {\bf 9/4}(34), 5-22.}
\B{76}{Uravnoveshennye funkcional'nye uravneniya na kvazigruppakh lyuboj arnosti.}{\MI {\bf 43}, 9-29.}

\A{Belousov V.D., Movsisyan Yu.M.}
\B{74}{O range obobshchennykh tozhdestv.}{Izv. ArmSSR. Matematika {\bf 9/2}, 135-142.}

\A{Belousov V.D., Onoj V.I.}
\B{72}{O lupakh, izotopnykh levodistributivnym kvazigruppam.}{\MI {\bf 7/3}, 135-152.}

\A{Belousov V.D., Prodan N.I.}
\B{76}{Dekartovy razreshimye seti i gruppoidy s deleniem.}{\MI {\bf 43}, 30-38.}

\A{Belousov V.D., Raskina I.B.}
\B{82}{Nekotorye zamechaniya o total'no-simmetricheskikh kvazigruppakh i svyazannykh s nimi lupakh.}{\IV No.2, 3-10.}

\A{Belousov V.D., Ryzhkov V.V.}
\B{66}{Ob odnom sposobe polucheniya figur zamykaniya.}{\MI {\bf 1/2}, 140-150.}

\A{Belousov V.D., Sandik M.D.}
\B{66}{n-arnye kvazigruppy i lupy.}{\Sib {\bf 7}, 31-54.}
\B{68}{O funkcional'nom uravnenii Dikkera.}{\IsOA. Vyp. I. Kishinev, 36-41.}

\A{Belousov V.D., Stojakovi\'c M.Z.}
\B{73}{On infinitary quasigroups.}{Publs Inst. math. {\bf 16}, 31-42.}
\B{75}{Generalized entropy on infinitary quasigroups.}{\ZbrP 35-42.}
\B{76}{Infinitary quasigroups.}{\Zbr No.1, 25-29.}

\A{Belyaev V.V., Sesekin N.F., Trofimov V.I.}
\B{77}{Funkcii rosta polugrupp i lup.}{Mat. zap. Ural'sk. un-t {\bf 10/3}, 3-8.}

\A{Belyavskaya G.B.}
\B{70}{Szhatie kvazigrupp I.}{\BASM {\bf 1}, 6-12.}
\B{70a}{Szhatie kvazigrupp II.}{\BASM {\bf 3}, 3-17.}
\B{70b}{Cepno-izotopnye kvazigruppy.}{\MI {\bf 5/2}, 13-27.}
\B{70c}{Obobshchennoe prodolzhenie kvazigrupp.}{\MI {\bf 5/2}, 28-48.}
\B{71}{Algoritmy resheniya nekotorykh zadach teorii kvazigrupp.}{\VTKL 20-30.}
\B{74}{S-sistemy kvazigrupp.}{\MI {\bf 9/2}, 10-18.}
\B{74a}{Spletenie kvazigrupp pri pomoshchi poparno uravnoveshennykh blok-skhem.}{Kombinator. Analiz {\bf 3}, M., Mosk. un-t, 49-53.}
\B{76}{r-ortogonal'nye kvazigruppy.}{\SiK 32-39.}
\B{82}{O spektre chastichnoj ortogonal'nosti kvazigrupp malykh poryadkov.}{MI {\bf 66}, 7-14.}
\B{87}{Pryamye razlozheniya kvazigrupp.}{\MI {\bf 95}, 23-38.}
\B{88}{Yadra i centr kvazigruppy.}{\MI {\bf 102}, 37-52.}

\A{Belyavskaya G.B., Cheban D.M.}
\B{72}{O polusimmetricheskikh kvazigruppakh Stejna.}{\MI {\bf 7/3}, 231-237.}

\A{Belyavskaya G.B., Muratkhudyaev S.}
\B{77}{Dopustimye n-arnye kvazigruppy I.}{\BASM {\bf 2}, 14-21.}
\B{78}{About admissibility of n-ary quasigroups.}{Combinatorics. Vol.1. Amsterdam e.a., 101-119.}

\A{Belyavskaya G.B., Russu A.F.}
\B{75}{O dopustimosti kvazigrupp.}{\MI {\bf 10/1}, 45-57.}

\A{Benabou J.}
\B{66}{Structures alg\'ebriques dans les categories.}{Ph.D. Thesis, Univ. Paris.}

\A{Benado M.}
\B{50}{La notion de normalit\'e et les th\'eor\'emes de d\'ecomposition de l'alg\`ebre.}{Acad. Repub. Pop. Roma\^ne. Stud. Cerc. Mat. {\bf 1}, 282-317.}
\B{52}{Sur les th\'eor\`emes de d\'ecomposition de l'alg\`ebre.}{Acad. Repub. Pop. Roma\^ne. Stud. Cerc. Mat. {\bf 3}, 263-288.}

\A{Benanav D., Kapur D., Narendran P.}
\B{87}{Complexity of matching algorithms.}{In \Jou, 417-429.}

\A{B\'eneabou J.}
\B{66}{Structures alg\'ebriques dans les cat\'egories.}{Cahiers de Topologie et de G\'eometrie Diff\'erentielle {\bf 10}, 1-126.}

\A{Benecke K., Reichel H.}
\B{83}{Equational partiality.}{\AU {\bf 16}, 219-232.}

\A{B\'en\'eteau L.}
\B{75}{Boucles de Moufang commutatives d'exposant 3 et quasi-groupes de Steiner distributifs.}{\CR {\bf 281}, A75-A76.}
\B{80}{Free commutative Moufang loops and anticommutative graded rings.}{J. Algebra {\bf 67}, 1-35.}
\B{80a}{Topics about 3-Moufang loops and Hall triple systems.}{Simon Stevin {\bf 54}, 107-124.}
\B{80b}{Le quotient de Frattini d'une boucle de Moufang commutative.}{\CR AB290, A443-A446.}
\B{81}{Ordre minimum des boucles de Moufang commutatives de classe 2 (resp. 3).}{Ann. Fac. sci. Toulouse. Math. {\bf 3}, 75-88.}

\A{Bennet M.K.}
\B{74}{On generating affine geometries.}{\AU {\bf 4}, 207-219.}
\B{74a}{Topological convexity lattices.}{\AU {\bf 4}, 220-225.}
\B{77}{Lattices of convex sets.}{\TAMS {\bf 234}, 279-288.}
\B{80}{Convex closure operators.}{\AU {\bf 10}, 345-354.}
\B{83}{Affine geometry: A lattice characterization.}{\PAMS {\bf 88}, 21-26.}
\B{85}{Separation conditions on convexity lattices.}{\LNM {\bf 1149}, 22-36.}
\B{87}{Biatomic lattices.}{\AU {\bf 24}, 60-73.}

\A{Bennet M.K., Birkhoff G.}
\B{?}{The convexity lattice of a poset.}{Order {\bf 2}, 223-242.}

\A{Bennett F.E., Mendelsohn N.S.}
\B{79}{Constructions of totally symmetric quasigroups containing a specified number of idempotents.}{Util. Math. {\bf 15}, 33-50.}
\B{80}{On the spectrum of Stein quasigroups.}{\BAuMS {\bf 21}, 47-63.}

\A{Bennett J.H.}
\B{62}{On spectra.}{(Abstract) \JSL {\bf 30}, 264.}

\A{Benthem J.van}
\B{88}{A note on J\'onsson's theorem.}{\AU {\bf 25}, 391-393.}

\A{Bentz W.}
\B{99}{Topological implications in varieties.}{\AU {\bf 42}, 9-16.}
\B{06}{A characterization of Hausdorff separation for a special class of varieties.}{\AU {\bf 55}, 259-276.}

\A{Benyon W.M.}
\B{77}{Applications of duality in the theory of finitely generated lattice-ordered abelian groups.}{\CanJM {\bf 24}, 243-254.}

\A{Beran L.}
\B{71}{Lattice socles and radicals described by a Galois connection.}{\AUC {\bf 12}, 55-63.}
\B{74}{Modularity in generalized orthomodular lattices.}{\CMUC {\bf 15}, 189-193.}
\B{75}{\"Uber die Charakterisierung von Boole-Verb\"anden.}{Praxis Math. {\bf 17}, 98-103.}
\B{87}{Distributivity in finitely generated orthomodular lattices.}{\CMUC {\bf 28}, 433-435.}
\B{87a}{On Bumby's equation $(x^2-2)^2-2=2y^2$: a solution via Pythagorean triples.}{\AUC {\bf 28}, 39-40.}
\B{97}{A characterization of distributive lattices by meanders.}{\AS {\bf 63}, 353-366.}

\A{Beran L., Je\v zek J.}
\B{72}{On embedding of lattices in simple lattices.}{\AUC {\bf 13}, 87-89.}

\A{Bergman C.}
\B{69}{On 2-Firs (weak Bezout rings) with distributive divisor lattices.}{Thesis.}
\B{72}{Boolean rings of projections maps.}{\JLMS {\bf 4}, 593-598.}
\B{81}{Concerning the amalgamation bases of congruence distributive equational classes.}{Ph.D. thesis, University of California.}
\B{83}{The amalgamation class of a discriminator variety is finitely axiomatizable.}{\LNM {\bf 1004}, 1-9.}
\B{85}{Amalgamation classes of some distributive varieties.}{\AU {\bf 20}, 143-166.}
\B{87}{Saturated algebras in filtral varieties.}{\AU {\bf 24}, 101-110.}
\B{98}{Categorical equivalence of algebras with a majority term.}{\AU {\bf 40}, 149-175.}
\B{?1}{On the relationship of AP, RS, and CEP in congruence modular varieties.}{}
\B{?2}{Another consequence of AP in residually small, congruence modular varieties.}{}
\B{?3}{Non-axiomatizability of the amalgamation class of modular lattice varieties.}{}
\B{?4}{Amal($M_3$) is not axiomatizable.}{}
\B{?5}{Ordered sets, and counterexamples.}{}

\A{Bergman C., Berman J.}
\B{94}{Morita equivalence of almost-primal clones}{25 pp.}
\B{96}{Algorithms for categorical equivalence.}{Math. Struct. in Comp. Science 11, 15pp.}
\B{97}{Categorical equivalence of modes.}{}

\A{Bergman C., Juedes D., Slutzki G.}
\B{99}{ Computational complexity of term-equivalence.}{\IJAC {\bf 9}, 113-128.}

\A{Bergman C., McKenzie R.}
\B{88}{On the relationship of AP, RS, and CEP in congruence modular varieties II.}{\PAMS {\bf 103}, 335-343.}
\B{90}{Minimal varieties and quasivarieties.}{\JAuMS {\bf 48}, 133-147.}
\B{?}{Minimal varieties and quasivarieties.}{1-14}

\A{Bergman C., McKenzie R., Nagy Z.}
\B{79}{How to cancel a linearly ordered exponent.}{\CMSJB {\bf 29}, 87-93.}

\A{Bergman C., Romanowska A.}
\B{95}{Subquasivarieties of regularized varieties.}{23pp.}

\A{Bergman C., Slutzki G.}
\B{00}{Complexity of some problems concerning varieties and quasi-varieties of algebras.}{SIAM J. Comput. {\bf 30}, 359-382.}
\B{00a}{Computational complexity of some problems involving congruences on algebras.}{}
\B{02}{Computational complexity of generators and nongenerators in algebra.}{\IJAC {\bf 12}, 719-735.}

\A{Bergman G.M.}
\B{69}{On 2-Firs (Weak Bezout Rings) with Distributive Divisor Lattices.}{Thesis, Harvard University.}
\B{72}{Boolean rings of projections maps.}{\JLMS {\bf 4}, 593-598.}
\B{72a}{Sulle classi filtrali di algebre.}{Ann. Univ. Ferrara Sez. VII (N.S.) {\bf 17}, 35-42.}
\B{75}{Some category-theoretic ideas in algebra.}{Proc. of Inter. Cong. of Mathematicians, Vancouver, B.C., 1974. Canadian Math. Congress, 285-296.}
\B{77}{On the existence of subalgebras of direct products with prescribed d-fold projections.}{\AU {\bf 7}, 341-356.}
\B{78}{Terms and cyclic permutations.}{\AU {\bf 8}, 129-130.}
\B{81}{Hyperidentitiies of groups and semigroups.}{Aeq. Math. {\bf 22}, 315-317.}
\B{84}{Specially ordered groups.}{Comm. Algebra {\bf 12}, 2315-2333.}
\B{88}{Embedding arbitrary algebras in groups.}{\AU {\bf 25}, 107-120.}
\B{90}{$\mathbf{HSP} \ne \mathbf{SHPS}$ for metabelian groups, and related results.}{\AU {\bf 27}, 267-283.}
\B{94}{Partially ordered sets, and minimal systems of counterexamples.}{\AU {\bf 32}, 13-30.}
\B{?}{Ordered sets, and counterexamples.}{}

\A{Bergman G.M., Kaplansky I.}
\B{85}{A cofinal coloring theorem for partially ordered algebras.}{Order {\bf 1}, 259-263.}

\A{Bergman G.M., Galvin F.}
\B{87}{Transversals of families in complete lattices, and torsion in product modules.}{Order {\bf 3}, 391-403.}

\A{Bergman G.M., Hrushovski E.}
\B{85}{Identities of cofinal sublattices.}{Order {\bf 2}, 173-191.}

\A{Bergman G.M., Zimmermann-Huisgen B.}
\B{?}{Infinite joins that are finitely join-irreducible.}{}

\A{Bergman G.W.}
\B{04}{Problem list from Algebras, Lattices and varieties: A conference in honor of Walter Taylor, University of Colorado, 15-18 August, 2004.}{\AU {\bf 55}, 509-526.}

\A{Bergman G.W., Shelah S.}
\B{06}{Closed subgroups of the infinite symmetric group.}{\AU {\bf 55}, 137-173.}

\A{Bergmann G.}
\B{29}{Zur Axiomatic der Elementargeometrie.}{Monatsh. Math. Phys. {\bf 36}, 269-284.}

\A{Berman G., Silverman R.J.}
\B{60}{Embedding of algebraic systems.}{\PJM {\bf 10}, 777-786.}

\A{Berman J.}
\B{71}{Strong congruence lattices of finite partial algebras.}{\AU {\bf 1}, 133-135.}
\B{72}{On the length of the congruence lattice of a lattice.}{\AU {\bf 2}, 18-19.}
\B{72a}{Sublattices of intervals in relatively free lattices.}{\AU {\bf 2}, 174-176.}
\B{72b}{On the congruence lattices of unary algebras.}{\PAMS {\bf 36}, 34-38.}
\B{73}{Congruence relations of pseudocomplemented distributive lattices.}{\AU {\bf 3}, 288-293.}
\B{74}{Notes on equational classes of algebras.}{Lecture Notes, University of Illinois at Chicago Circle.}
\B{75}{Algebras with modular lattice reducts and simple subdirectly irreducibles.}{Discrete Math. {\bf 11}, 1-8.}
\B{75a}{A note on homogeneous lattices.}{\CM {\bf 33}, 201-202,304.}
\B{77}{Distributive lattices with an additional unary operation.}{Aequationes Math. {\bf 16}, 165-171}
\B{80}{A proof of Lyndon's finite basis theorem.}{Discrete Math. {\bf 29}, 229-233.}
\B{80a}{Algebraic properties of k-valued logics.}{Proceedings of the 10-th International Symposium on Multiple-valued Logic, Evanston, Illinois, 195-204.}
\B{81}{Interval lattices and the amalgamation property.}{\AU {\bf 12}, 360-375.}
\B{82}{Varieties with log-linear free spectra.}{}
\B{83}{Free spectra of 3-element algebras.}{\LNM {\bf 1004}, 10-53.}
\B{86}{Free spectra of finite algebras.}{University of Illinois at Chicago.}

\A{Berman J., Blok W.}
\B{87}{Free spectra of nilpotent varieties.}{\AU {\bf 24}, 279-282.}
\B{?}{Algebras defined from ordered sets and the varieties they generate.}{To appear in Order.}
\B{?}{Stipulation, multivalued logic, and DeMorgan algebras.}{}
\B{04}{Free Lukasiewicz and Hoop residuation algebras.}{Studia Logica {\bf 77}, 153-180.}
\B{06}{Algebras defined from ordered sets and the varieties they generate.}{Order {\bf 23}, 65-88.}

\A{Berman J., Bordalo G.H.}
\B{02}{Irreducible elements and uniquely generated algebras.}{Discrete Math. {\bf 245}, 63-79.}

\A{Berman J., Burger A.J., K\"ohler P.}
\B{75}{The free distributive lattice on seven generators.}{(Abstract) Notices AMS {\bf 22}, A-622.}

\A{Berman J., Burris S.}
\B{?}{A computer study of 3-element groupoids.}{}

\A{Berman J., Gratzer G.}
\B{76}{Uniform representations of congruence schemes.}{(Abstract) Notices AMS {\bf 23}, A-430.}
\B{76a}{A testing algebra for congruence schemes.}{(Abstract) Notices AMS {\bf 23}, A-574.}
\B{78}{Uniform representations of congruence schemes}{Pacific J. Math. {\bf 76}, 301-311.}

\A{Berman J., Gratzer G., Platt C.R.}
\B{86}{Extending algebras to model congruence schemes.}{\CanJM {\bf 38}, 257-276.}

\A{Berman J., Idziak P.}
\B{00}{Counting finite algebras in the Post varieties.}{\IJAC {\bf 10}, 323-337.}
\B{05}{Generative complexity in algebra.}{Memoirs of the AMS {\bf 828}.}

\A{Berman J., Idziak P., Markovic P., McKenzie R., Valeriote M.}
\B{?}{Varieties with few subalgebras of powers.}{Preprint}

\A{Berman J., Kisielewicz A.}
\B{94}{On the number of operations in a clone.}{\PAMS {\bf 122}, 359-369.}

\A{Berman J., Kiss E.W., Pr\"ohle P., Szendrei \'A.}
\B{?}{The set of types of a finitely generated variety.}{}

\A{Berman J., Kohler P.}
\B{76}{Cardinalities of finite distributive lattices.}{Mitt. Math. Sem. Giessen {\bf 121}, 103-124.}

\A{Berman J., Lakser H.}
\B{97}{The probability of triviality.}{\AU {\bf 38}, 422-449.}

\A{Berman J., McKenzie R.}
\B{82}{Clones with the term condition.}{Preprint.}
\B{84}{Clones satisfying the term condition.}{Discrete Math. {\bf 52}, 7-29.}

\A{Berman J., Mukaidono M.}
\B{81}{Enumerating fuzzy Switching functions and free Kleene algebras.}{Preprint.}

\A{Berman J., Seif S.}
\B{?}{An approach to tame congruence theory via subtraces.}{}

\A{Berman S.D., Vishnyakova N.I.}
\B{83}{The spectrum of a norming ring.}{(Russian), Publ. Math. Debrecen {\bf 30}, 203-216.}

\A{Berman J., Wolk B.}
\B{76}{Free lattices in some locally finite varieties.}{(Abstract) Notices AMS {\bf 23}, A-358.}
\B{80}{Free lattices in some small varieties.}{\AU {\bf 10}, 269-289.}

\A{Bernardi C.}
\B{72}{Su alcune condizioni necessarie per l'indipendenza di une variet\'a di algebre.}{Boll. Un. Mat. Ital. {\bf 6}, 410-421.}
\B{73}{Idealit\'a e indipendenza.}{Boll. Un. Mat. Ital. {\bf 7}, 94-101.}
\B{73a}{Sull'unione di classi filtrali.}{Ann. Univ. Ferrara Sez. VII (N.S.) {\bf 18}, 1-14.}

\A{Berstel J.}
\B{02}{Recent results on extensions of Sturmian words.}{\IJAC {\bf 12}, 371-385.}

\A{Berstel J., Boasson L.}
\B{90}{Context-free languages.}{Chapter 2 in: Handbook of theoretical computer science. Elsevier Sci. Publ. B.V., 59-102.}

\A{Bertet K., Caspard N.}
\B{02}{Doubling convex sets in lattices: characterizations and recognition algorithms.}{Order {\bf 19}, 181-207.}

\A{Berzins A.}
\B{01}{Geometric equivalence of algebras.}{\IJAC {\bf 11}, 447-456.}

\A{Besche H.U., Eick B., O'Brien E.A.}
\B{01}{The groups of order at most 2000.}{}

\A{Bestsennyi I.}
\B{89}{Quasiidentities of finite unary algebras.}{Algebra and Logic {\bf 28}, 327-340.}
\B{96}{On quasi-identities of finite niltopent algebras.}{\AU {\bf 36}, 260-278.}

\A{Beth E. W.}
\B{53}{On Padoa's method in the theory of definition.}{\NAW {\bf 56}, 330-339.}
\B{53a}{Some consequences of the theorem of L\"owenheim-Skolem-G\"odel-Mal'tsev,}{\NAW {\bf 56}, 66-71.}
\B{53b}{Sur le parall\'elisme logico-math\'ematique.}{Les m\'ethodes formelles en axiomatique. Colloques Internationaux du Centre National de la Recherche Scientifique, No.26, Paris, 1950, 27-32; discussion, 32-33; Centre National de la Recherche Scientifique, Paris.}

\A{Beutler E.}
\B{77}{The c-ideal lattice and subalgebra lattice are independent.}{\CMSJB {\bf 17}, 33-39.}
\B{78}{An idealtheoretic characterization of varieties of abelian $\Omega$-groups.}{\AU {\bf 8}, 91-100.}

\A{Beveridge E., Casperson D., Hyndman J., Niven T.}
\B{06}{Irresponsibility indicates an inability to be strong.}{\AU {\bf 55}, 457-477.}

\A{Bezhanishvili G.}
\B{01}{Locally finite varieties.}{\AU {\bf 46}, 531-548.}
\B{02}{Varieties of two-dimensional cylindric algebras. Part I: Diagonal-free case.}{\AU {\bf 48}, 11-42.}

\A{Bezhanishvili G., Gehrke M., Mines R., Morandi P.J.}
\B{06}{Profinite completions and canonical extensions of Heyting algebras.}{Order {\bf 23}, 143-161.}

\A{Bezhanishvili G., Grigolia R.}
\B{05}{Locally finite varieties of Heyting algebras.}{\AU {\bf 54}, 465-473.}

\A{Bhatta S.P.}
\B{05}{Weak chain-completeness and fixed point property for pseudo-ordered sets.}{\CMJ {\bf 55}, 365-369.}

\A{Bhatta S.P., Shashirekha H.}
\B{04}{Some characterizations of completeness for trellises in terms of joins of cycles.}{\CMJ {\bf 54}, 267-272.}

\A{Bianconi R.}
\B{98}{A note on noninterpretability in o-minimal structures.}{\FM {\bf 158}, 19-22.}

\A{Bican L., Dr\'apal A., Kepka T.}
\B{87}{Cancellative relations and matrices.}{\AUC {\bf 28}, 21-31.}

\A{Biedermann K.}
\B{99}{An equational theory for trilattices.}{\AU {\bf 42}, 253-268.}

\A{Bilaniuk S.}
\B{?1}{A problem course in mathematical logic I. Propositional and first-order logic.}{}
\B{?1}{A problem course in mathematical logic II. Computability and incompleteness.}{}

\A{Bi\'nczak G., Romanowska A.B., Smith J.D.H.}
\B{07}{Poset extensions, convex sets, and semilattice presentations.}{\DM {\bf 307}, 1-11.}

\A{Bing K.}
\B{55}{On arithmetical classes not closed under direct union.}{\PAMS {\bf 6}, 836-846.}

\A{Bird E.H.}
\B{73}{Automorphism groups of partial orders.}{\BAMS {\bf 79}, 1011-1015.}

\A{Birget J.-C.}
\B{98}{Time-complexity of the word problem for semigroups and the Higman embedding theorem.}{\IJAC {\bf 8}, 235-294.}

\A{Birkenmeier G.F.}
\B{83}{Exponentiation without associativity.}{\AUC {\bf 24}, 3-7.}
\B{86}{Right ideals in a right distributive groupoid.}{\AU {\bf 22}, 103-108.}

\A{Birkenmeier G.F., Heatherly H.}
\B{87}{Operation inducing systems.}{\AU {\bf 24}, 137-148.}

\A{Birkhoff G.}
\B{33}{On the combination of subalgebras.}{Proc. Cambridge Philos. Soc. {\bf 29}, 441-464.}
\B{34}{On the lattice theory of ideals.}{\BAMS {\bf 40}, 613-619.}
\B{35}{On the structure of abstract algebras.}{Proc. Cambridge Philos. Soc. {\bf 31}, 433-454.}
\B{35a}{Combinatorial relations in projective geometries.}{Ann. Math. {\bf 47}, 743-748.}
\B{35b}{Abstract linear dependence and lattices.}{Amer. J. Math. {\bf 57}, 800-804.}
\B{36}{On the combination of topologies.}{\FM {\bf 26}, 156-166.}
\B{37}{Moore-Smith convergence in general topology.}{Ann. of Math. {\bf 38}, 39-56.}
\B{37a}{Rings of sets.}{Duke Math. J. {\bf 3}, 442-454.}
\B{40}{Lattice theory.}{Colloquium Publications {\bf 25}, AMS, Providence, R.I.}
\B{40a}{Neutral elements in general lattices.}{\BAMS {\bf 46}, 702-705.}
\B{42}{Generalized arithmetic.}{Duke Math. J. {\bf 9}, 283-302}
\B{42a}{Lattice-ordered groups.}{Ann. of Math. {\bf 43}, 298-331}
\B{44}{Subdirect unions in universal algebra.}{\BAMS {\bf 50}, 764-768.}
\B{46}{Universal algebra.}{Proc. First Canadian Math. Congress, Montreal (1945), University of Toronto Press, Toronto, 310-326.}
\B{46a}{On groups of automorphisms.}{(Spanish) Rev. Un. Mat. Argentina {\bf 11}, 155-157.}
\B{48}{Lattice Theory.}{AMS, Providence, R.I.}
\B{61}{Lattices in applied mathematics.}{\LT 155-184.}
\B{62}{A new interval topology for dually directed sets.}{Univ. Nac. Tucum\'an Rev. Ser. A. {\bf 14}, 325-331.}
\B{62a}{Uniformly semi-primitive multiplicative processes.}{\TAMS {\bf 104}, 37-51.}
\B{67}{Lattice theory.}{3rd edition. Colloquium Publications {\bf 25}, AMS, Providence, R.I.}
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\B{85}{The convexity lattice of a poset.}{Order {\bf 2}, 223-242.}

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\B{48}{Representations of lattices by sets.}{\TAMS {\bf 64}, 299-316.}

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\B{70}{Heterogeneous algebras.}{J. Combin. Theory {\bf 8}, 115-133.}
\B{74}{Universal algebra and automata.}{\PTS 41-51.}

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\B{36}{The logic of quantum mechanics.}{Ann. of Math. {\bf 37}, 823-843.}

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\B{56}{Lattice-ordered rings.}{An. Acad. Brasil. Ci. {\bf 28}, 41-69.}

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\B{39}{A characterization of Boolean algebras.}{Ann. of Math. {\bf 40}, 609-610.}

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\B{27}{Dynamical systems.}{AMS Colloq. Publ. {\bf 9}, Providence.}

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\B{?}{On the congruence extension property.}{\CMSJB.}

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\B{63}{Polugruppy, zadannye tozhdestvami.}{DAN SSSR {\bf 149}, 230-232.}
\B{63a}{Polugruppy, zadannye tozhdestvami.}{\UZNPI {\bf 18}, 139-169.}
\B{63b}{O nekotorykh tozhdestvakh v polugruppakh.}{\UZNPI {\bf 18}, 170-184.}
\B{65}{O beskonechnykh sovokupnostyakh tozhdestv v polugruppakh.}{\AiL {\bf 4}, 31-32.}
\B{70}{Mnogoobraziya idempotentnykh polugrupp.}{\AiL {\bf 9/3}, 255-273.}
\B{76}{Minimal'nye nekommutativnye mnogoobraziya polugrupp.}{\Sib {\bf 17}, 677-681.}

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\B{76}{A universal mapping property for a lattice completion.}{\AU {\bf 6}, 81-84.}
\B{78}{A universal mapping characterization of the completion by cuts.}{\AU {\bf 8}, 349-353.}

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\B{79}{An extension and simple proof of a constrained lattice fixed point theorem.}{\AU {\bf 9}, 131-132.}

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\B{75}{Langages du premier ordre sur graphes et theorie sur categorie.}{Cahiers math\'ematiques Montpellier.}

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\B{74}{An application of universal algebra in group theory.}{Michigan Math. J. {\bf 21}, 167-169.}

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\B{62}{Remarks on dependence relations and closure operators.}{\CM {\bf 9}, 210-212.}

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\B{66}{Completions of partially ordered sets and universal algebras.}{\AH {\bf 17}, 271-301.}

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\B{73}{Permanence of identities on algebras.}{\AU {\bf 3}, 72-93.}

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\B{90}{A formal theory of objects, space and time.}{\JSL {\bf 55}, 74-89.}

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\B{76}{Varieties of interior algebras.}{Ph.D. Thesis, Univ. of Amsterdam.}
\B{77}{$2^{\aleph_0}$ varieties of Heyting algebras not generated by their finite members.}{\AU {\bf 7}, 115-117.}

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\B{02}{The finite embeddability property for residuated lattices, pocrims and BCK-algebras.}{\AU {\bf 48}, 253-271.}

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\B{77}{The semigroup of varieties of generalized interior algebras.}{\HJM {\bf 3}, 315-327.}

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\B{84}{On the structure of varieties with equationally definable principal congruences II.}{\AU {\bf 18}, 334-379.}

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\B{?}{Komori identities in algebraic logic.}{}

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\B{82}{On the structure of varieties with equationally definable principal congruences I.}{\AU {\bf 15}, 195-227.}
\B{86}{A finite basis theorem for quasivarieties.}{\AU {\bf 22}, 1-13.}
\B{86a}{Protoalgebraic logics.}{Studia Logica {\bf 45}, 331-363.}
\B{88}{Alfred Tarski's work on general metamathematics.}{\JSL {\bf 53}, 36-50.}
\B{89}{Algebraizable logics.}{Memoirs of the AMS {\bf 396}.}
\B{92}{Algebraic semantics for universal Horn logic without equality.}{Universal Algebra and Quasi-Group Theory, Heldermann Verlag, Berlin, 1-56.}
\B{97}{On the congruence extension property.}{\AU {\bf 38}, 391-394.}
\B{94}{On the structure of varieties with equationally definable principal congruences III, IV.}{\AU {\bf 32}, 545-608; {\bf 31}, 1-35.}
\B{97}{On the congruence extension property.}{\AU {\bf 38}, 391-394.}

\A{Blok W.J., Raftery J.G.}
\B{95}{On the quasivariety of BCK-algebrasn and its subvarieties.}{\AU {\bf 33}, 68-90.}
\B{97}{Varieties of commutative residuated integral pomonoids and their residustion subreducts.}{\JA {\bf 190}, 280-328.}
\B{01}{On congruence modularity in varieties of logic.}{\AU {\bf 45}, 15-21.}
\B{03}{Constructing simple residuated lattices.}{\AU {\bf 50}, 385-389.}
\B{?}{On congruence modularity of varieties of logic.}{}

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\B{84}{Algebraic structures wity hard equivalence and minimization problems.}{J. Assoc. Comput. Mach. {\bf 31}, 879-904.}

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\B{76}{Varieties of ordered algebras.}{J. Comput. System Sci. {\bf 13}, 200-212.}

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\B{76}{The existence and construction of free iterative theories.}{J. Comput. System Sci. {\bf 12}, 305-318.}

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\B{97}{The HP, the TC, and the CEP.}{Preprint}
\B{99}{On the structure of residuated lattices.}{Dissert., Vanderbilt Univ. 1999. 79pp.}

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\B{01}{The structure of residuated lattices.}{\IJAC {\bf 13}, 437-461.}

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\B{77}{A generalization of the homomorphism concept.}{\AU {\bf 7}, 143-161.}

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\B{70}{Studies in geometry.}{Freeman, San Francisco, Cal.}

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\B{03}{Join congruence relations and closure relations.}{\AU {\bf 50}, 381-384.}

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\B{99}{Traps, cores, extensions and subdirect decompositions of unary algebras.}{Fundamenta Informaticae {\bf 38}, 31-40.}

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\B{78}{Covers of one-identity-defined varieties.}{(Russian) Sovremennaya algebra, L., 24-28.}
\B{78a}{On semigroup varieties with an infinite set of covers.}{II. Vsesoyuzn. simpozium po teorii polugrupp. Sverdlovsk, 11.}

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\B{06}{Boxicity of series-parallel graphs.}{\DM {\bf 306}, 2219-2221.}

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\B{66}{Teoremy vlozheniya v teorii algebr.}{\CM {\bf 14}, 349-353.}

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\B{37}{Geweben und Gruppen.}{Math. Ann. {\bf 114}, 414-431.}

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\B{67}{Ob ekvacional'no polnykh mnogoobraziyakh total'no simmetricheskikh kvazigrupp.}{\AiL {\bf 6/2}, 13-19.}
\B{70}{O mnogoobraziyakh $\Omega$-algebr.}{\AiL {\bf 9}, 406-414.}
\B{71}{Konechnost' bazisa tozhdestv chetyrekhelementnykh polugrupp.}{XI Vsesoyuzn. algebraichesk. kollokvium. Rezyume soobshch. i dokl. 185-186.}
\B{72}{O mnogoobraziyakh kvazigrupp.}{\Sib {\bf 13}, 252-271.}
\B{73}{Dostizhimye mnogoobraziya kvazigrupp.}{\AiL {\bf 12/1}, 22-30.}
\B{77}{Vlozhenie polugrupp s sokrashcheniem v monoassociativnye IP-lupy.}{\Sib {\bf 18}, 245-250.}
\B{78}{Konechnaya baziruemost' tozhdestv cheturekhelementnykh polugrupp.}{VINITI 1738-78 Dep.}

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\B{70}{Ob endomorfno zamknutykh kvazigruppakh.}{\MZam {\bf 7}, 333-338.}

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\B{78}{O reshetkakh s ogranicheniyami dlya podreshetok.}{\AiL {\bf 17/2}, 127-133.}

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\B{77}{Colouring lattices.}{\AU {\bf 7}, 313-314.}

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\B{98}{Continuum many universal Horn classes of graphs of bounded chromatic number.}{\AU {\bf 40}, 105-108.}

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\B{06}{On an adjacency property of almost all tournaments.}{\DM {\bf 306}, 2327-2335.}

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\B{69}{Galois theory for Post algebras I, II.}{(Russian) Kibernetika {\bf 3}, 1-10; {\bf 5}, 1-9.}

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\B{79}{Cappi di permutazioni.}{Rend. mat. {\bf 12}, 383-395.}

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\B{87}{Thue systems as rewriting systems.}{In \Jou, 63--94}

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\B{86}{On unification: Equational theories are not bounded.}{\JSC {\bf 2}, 317-324.}

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\B{59}{The word problem.}{Ann. of Math. {\bf 70}, 207-265.}

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\B{07}{Purity in algebra.}{\AU {\bf 56}, 17-35.}

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\B{05}{A note on essentially convex orders.}{\AU {\bf 53}, 281-285.}

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\B{02}{The lattice of strict completions of a finite poset.}{\AU {\bf 47}, 183-200.}

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\B{98}{Maximal partial clones with no finite basis.}{\AU {\bf 40}, 453-476.}

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\B{05}{On defining sets for projective planes.}{\DM {\bf 303}, 17-31.}

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\B{75}{l-group-cone and Boolean algebra. A common one-identity-axiom.}{\CMSJB {\bf 17}, 41-56.}
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\B{01}{Power algebras and generalized quotient algebras.}{\AU {\bf 45}, 179-189.}

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\B{67}{Congruences of a direct product of algebras.}{(Russian) \AiL {\bf 6/1}, 39-43.}

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\B{76}{Inverse semigroups of local automorphisms of universal algebras.}{(Russian) \Sib {\bf 17}, 499-507.}
\B{76a}{A concrete characterization of semigroups of local endomorphisms of hereditarily simple universal algebras.}{(Russian) Theory of Functions, Differential Equations and Their Applications. Elista, 40-45.}
\B{97}{On clones generated by primitive-positive operations of Tarski's relation algebras.}{\AU {\bf 38}, 165-174.}

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\B{78}{Representation of ordered semigroups and lattices by binary relations.}{Colloq. Math. {\bf 39}, 1-12.}

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\B{83}{Tree algebras and chains.}{\LNM {\bf 1004}, 54-66.}

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\B{06}{Building blocks for the variety of absolute retracts.}{\DM {\bf 306}, 1758-1764.}

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\B{06}{Varieties of algebras arising from K-perfect m-cycle systems.}{\DM {\bf 306}, 2038-2046.}

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\B{99}{Balanced pairs in partial orders.}{Discrete Math. {\bf 201}, 25-52.}

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\B{69}{On generalized algebras.}{An. sti. Univ. "Al. I. Cuza" Ia\c si Sec\c t. I a Mat. (N.S.) {\bf 15}, 291-297.}

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\B{96}{The structure of solid binary algebras.}{\AU {\bf 96}, 506-523.}

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\B{69}{A recursion formula for finite partition lattices.}{\PAMS {\bf 22}, 124-126.}

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\B{44}{Some results in the theory of quasigroups.}{\TAMS {\bf 55}, 19-52.}
\B{46}{Contributions to the theory of loops.}{\TAMS {\bf 60}, 245-354.}
\B{58}{A survey of binary systems.}{Ergebnisse der Math. und ihrer Grenzgebiete, Springer-Verlag.}
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\B{59a}{An open question concerning Moufang loops.}{\AM {\bf 10}, 419-421.}
\B{60}{Normal endomorphisms.}{Illinois J. Math. {\bf 4}, 38-87.}
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\B{56}{Loops whose inner mappings are automorphisms.}{Ann. Math. {\bf 63}, 308-323.}

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\B{61}{A colour problem for infinite graphs and a problem in the theory of relations.}{Indag. Math. {\bf 13}, 369-373.}

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\B{69}{Poly-varieties.}{(Russian) \MZam {\bf 5}, 545-551.}

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\B{59}{A finite base for $M^n$ and maximal projective distance in $M^n$.}{\BAMS {\bf 65}, 377-379.}

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\B{59}{Verbandstheoretische Kennzeichnung vollst\"andiger Mengenringe.}{\AM {\bf 10}, 109-112.}
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\B{78}{A finiteness criterion for orthomodular lattices.}{\CanJM {\bf 30}, 315-320.}
\B{79}{Block-finite orthomodular lattices.}{\CanJM {\bf 31}, 961-985.}
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\B{82}{Orthomodular lattices which can be covered by finitely many blocks.}{\CanJM {\bf 34}, 696-699.}
\B{82a}{Some finiteness conditions for orthomodular lattices.}{\CanJM {\bf 34}, 535-549.}

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\B{71}{Varieties of orthomodular lattices.}{\CanJM {\bf 23}, 802-810.}
\B{72}{Varieties of orthomodular lattices II.}{\CanJM {\bf 24}, 328-337.}

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\B{70}{Injective hulls of semilattices.}{\CanMB {\bf 13}, 115-118.}

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\B{70}{Zur Einbettung strikter Halbordnungen in Netzrelationen.}{Operations Research-Verfahren {\bf 9}, 71-82.}

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\B{88}{Schetno predstavimye mnogoobraziya polugrupp.}{\ASiM 15-23.}

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\B{66}{Principal loop-isotopes of quasigroups.}{\CanJM {\bf 18}, 120-125.}

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\B{96}{2-perfect m-cycle systems can be equationally defined for $m=3,5$, and 7 only.}{\AU {\bf 35}, 1-7.}

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\B{73}{Some infinitely based varieties of groups.}{\JAuMS {\bf 16}, 29-32.}
\B{82}{The laws of finite pointed groups.}{\BLMS {\bf 14}, 119-123.}

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\B{73}{On the syntactic characterization of some model-theoretic relations.}{Ph.D. Thesis, London.}

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\B{72}{The Tutte-Grottendieck ring.}{\AU {\bf 2}, 375-388.}

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\B{01}{A characterization of de Morgan algebras.}{\IJAC {\bf 11}, 525-527.}

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\B{87}{Basic features and development of the critical-pair / completion procedure.}{In \Jou, 3--38.}

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\B{52}{Representation of complete lattices by sets.}{Portugal. Math. {\bf 11}, 151-167.}

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\B{56}{Notes on the family $PC_\Delta$ of sets of models.}{\JSL {\bf 21}, 222-223.}

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\B{74}{Eine Besonderheit bin\"arer Loops.}{Beitr. Algebra und Geometr. {\bf 2}, Berlin, 119-122.}

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\B{74}{O polumnogoobraziyakh i shtrejerovykh mnogoobraziyakh unarnykh algebr.}{\MZam {\bf 15}, 263-270.}
\B{76}{O kvazitozhdestvakh v svobodnoj gruppe.}{\AiL {\bf 15/1}, 39-52.}
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\B{07}{Lattices of dominions of universal algebras.}{Algebra and logic {\bf 46}, 16-27.}

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\B{73}{Implikativnye klassy algebr.}{\AiL {\bf 12/3}, 249-268.}
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\B{76}{O nekotorom klasse binarnykh lup.}{\SiK 54-66.}

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\B{01}{Conditions satisfied by clone lattices.}{\AU 46, 237-241.}
\B{06}{The property of being polynomial for Mal'tsev constraint satisfaction problems.}{Algebra and Logic {\bf 45}, 371-388.}

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\B{75}{K teorii topologicheskikh lup.}{Sovrem. zadachi v tochn. naukakh. Vyp.1 M., 12-15.}
\B{76}{O vlozhenii linejno uporyadochennoj lupy v associirovannuyu gruppu.}{Sovrem. zadachi v tochnykh naukakh. Vyp.2 M., 3-7.}
\B{76a}{O topologizacii gruppy translyacij ravnomernoj lupy.}{Sovrem. zadachi v tochnykh naukakh. Vyp. 2 M., 8-12.}
\B{81}{Ob usloviyakh polnoj regulyarnosti topologicheskogo prostranstva nepreryvnoj lupy.}{Tkani i kvazigruppy. Kaliniin, 8-12.}

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\B{71}{Congruence topologies on universal algebras.}{Math. Z. {\bf 119}, 287-289.}
\B{72}{On equationally compact semilattices.}{\AU {\bf 2}, 146-151.}
\B{74}{Algebraic compactness and its relations to topology.}{TOPO 72 - general topology and its applications (proc. Second Pittsburgh Internat. Conf., Carnegie-Mellon Univ. and Univ. of Pittsburgh, Pa., 1972, \LNM {\bf 378}, 89-94.}
\B{74a}{A note on equationally compact algebras.}{\AU {\bf 4}, 41-43.}
\B{75}{A note on injective semilattices.}{\AU {\bf 5}, 305-306.}

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\B{74}{Regularity and modularity of congruences.}{\AU {\bf 4}, 58-60.}

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\B{78}{The semilattices with distinguished endomorphisms which are equationequationally compact.}{\PAMS.}

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\B{03}{Semigroups that are factors of subdirectly irreducible semigroups by their monolith}{}
\B{04}{Semigroups that are factors of subdirectly irreducible semigroups by their monolith.}{\AU {\bf 51}, 1-7.}

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\B{78}{Flat semilattices.}{\PAMS {\bf 72}, 228-232.}
\B{88}{On V. Fleischer's characterization of absolutely flat monoids.}{\AU {\bf 25}, 394-399.}

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\B{72}{On a question of G. H. Wenzel.}{\AU {\bf 2}, 142-145.}
\B{76}{Union-indecomposable varieties.}{\CM {\bf 35}, 189-199.}

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\B{77}{Equational compactness in quasi-primal varieties.}{\AU {\bf 7}, 33-46.}

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\B{89}{Matching - A special case of unification?}{\JSC {\bf 8}, 523-536.}

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\B{76}{Nekotorye zamechaniya o geometrii kvazigrupp.}{\SiK 40-53.}
\B{78}{Groupes de transformations dans la th\'eorie des quasigroupes.}{An. sti. Univ. Iasi, Sec. 1a, 24/1, 31-38.}

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\B{81}{The spectrum of a cartesian product of plural algebras.}{\v Casop. p\v est. matem. {\bf 106}, 402-406.}

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\B{69}{Teorema o svobode v nekotorykh mnogoobraziyakh linejnykh $\Omega$-algebr i $\Omega$-kolec.}{\UMN {\bf 24}, 27-38.}
\B{70}{Gruppoid mnogoobrazij linejnykh $\Omega$-algebr.}{\UMN {\bf 25}, 263-264.}
\B{70a}{Perestanovochnye proizvedeniya linejnykh $\Omega$-algebr.}{\Izv {\bf 34}, 977-999.}
\B{71}{Spleteniya linejnykh $\Omega$-algebr.}{\IV {\bf 9}, 9-17.}
\B{72}{Svobodnye faktor-algebry svobodnykh linejnykh $\Omega$-algebr.}{Mat. zametki {\bf 11}, 537-544.}
\B{72a}{Free topological groups and universal algebras.}{(Russian) DAN SSSR {\bf 204}, 9-11.}
\B{72b}{Linejnye $\Omega$-algebry nad kommutativnymi kol'cami i dostizhimye mnogoobraziya.}{Vestn. Mosk. un-ta {\bf 2}, 56-63.}
\B{73}{Topological algebras with continuous systems of operations.}{(Russian) DAN SSSR {\bf 213}, 505-508.}
\B{73a}{Subalgebras of free products of linear $\Omega$-algebras.}{(Russian) Trudy Moskov. Mat. {\bf 29}, 101-117.}
\B{74}{Shrejerovy mnogoobraziya linejnykh $\Omega$-algebr.}{Mat. Sb. {\bf 93}, 554-572.}
\B{74a}{Zakon sokrashcheniya i dostizhimye klassy linejnykh $\Omega$-algebr.}{Mat. zametki {\bf 16}, 467-478.}
\B{76}{Umnozhenie mnogoobrazij linejnykh $\Omega$-algebr.}{\IV {\bf 5}, 3-14.}
\B{?}{Approksimaciya linejnykh algebr i gruppoidov.}{3-13}

\A{Burgin M.S., Artamonov V.A.}
\B{72}{Nekotorye svojstva podalgebr v mnogoobraziyakh linejnykh $\Omega$-algebr.}{Mat. Sb. {\bf 87}, 67-82.}

\A{Burin N. E., Isbell J. R., Silberger D. M.}
\B{01}{Each complexity-two word represents every sufficiently long spike.}{\AU 46, 243-251.}

\A{Burle G.A.}
\B{67}{The classes of k-valued logics containing all one-variable functions.}{(Russian) Diskret. Analiz {\bf 10}, 3-7.}

\A{Burmeister P.}
\B{68}{\"Uber die M\"ochtigkeiten und Unabh\"angigkeitsgrade der Basen freier Algebren I,II.}{\FM {\bf 62}, 165-189; {\bf 67} (1970), 323-336.}
\B{70}{Free partial algebras.}{\JR {\bf 241}, 75-86.}
\B{71}{On problem 12 in G. Gratzer's book "Universal Algebra".}{(Abstract) Notices AMS {\bf 18}, 401.}
\B{71a}{On the kernels of endomorphisms of abstract algebras.}{(Abstract) Notices AMS {\bf 18}, 633.}
\B{73}{An embedding theorem for partial algebras and the free completion of a free partial algebra within a primitive class.}{\AU {\bf 3}, 271-279.}
\B{79}{Some remarks concerning the abstract interdependence between the endomorphism monoid and the congruence lattice of a universal algebra.}{\CGA, 55-68.}
\B{80}{On maximal objects in classes of (di)graphs determined by prescribed factorobjects.}{TH Darmstadt, Preprint 527.}
\B{81}{Partial algebras - survey of a unifying approach towards a two-valued model theory for partial algebras.}{TH Darmstadt, Preprint 582.}
\B{02}{Lecture Notes on Universal Algebra. Many-sorted partial algebras.}{Preliminary version. TH Darmstadt, 232pp.}

\A{Burmeister P., John R., Pasztor A.}
\B{79}{On closed morphisms in the category of partial algebras.}{\CGA, 69-76.}

\A{Burmeister P., Schmidt J.}
\B{66}{\"Uber die Dimension einer partiellen Algebra, mit endlichen oder unendlichen Operationen II.}{\ZMLG {\bf 12}, 311-315.}
\B{67}{On the completion of partial algebras.}{\CM {\bf 17}, 235-245.}

\A{Burn R.P.}
\B{78}{Finite Bol loops.}{Math. Proc. Cambridge Phil. Soc. {\bf 84}, 377-385.}
\B{81}{Finite Bol loops II.}{Math. Proc. Cambridge Phil. Soc. {\bf 88}, 445-455.}

\A{Burris S.}
\B{68}{Representation theorems for closure spaces.}{\CM {\bf 19}, 187-193.}
\B{70}{Closure homomorphisms.}{J. Algebra {\bf 15}, 68-71.}
\B{71}{On the structure of the lattice of equational classes $L(\tau)$.}{\AU {\bf 1}, 39-45.}
\B{71a}{Models in equational theories of unary algebras.}{\AU {\bf 1}, 386-392.}
\B{71b}{A note on varieties of unary algebras.}{\CM {\bf 22}, 195-196.}
\B{71c}{The structure of closure congruences.}{\CM {\bf 24}, 3-5.}
\B{72}{Embedding algebraic closure spaces in 2-ary closure spaces.}{Portugal. Math. {\bf 31}, 183-185.}
\B{73}{Scott sentences and a problem of Vaught for mono-unary algebras.}{\FM {\bf 80}, 111-115.}
\B{75}{Boolean powers.}{\AU {\bf 5}, 341-360.}
\B{75a}{Separating sets in modular lattices with applications to congruence lattices.}{\AU {\bf 5}, 213-223.}
\B{75b}{An existence theorem for model companions.}{Proc. of the Latice Theory Conference (Ulm,1975), 33--37.}
\B{76}{Subdirect representation in axiomatic classses.}{\CM {\bf 34}, 191-197.}
\B{77}{An example concerning definable principal congruences.}{\AU {\bf 7}, 403-404.}
\B{77a}{Remarks on reducts of varieties.}{\CMSJB (Esztergom).}
\B{78}{Bounded Boolean powers and $\equiv_n$.}{\AU {\bf 8}, 137-138.}
\B{78a}{Rigid Boolean powers.}{\AU {\bf 8}, 264-265.}
\B{79}{Kirby Baker's finite basis theorem for congruence distributive equational classes.}{\PAMS {\bf 73}, 141-148.}
\B{80}{Free algebras as subdirect products.}{\AU {\bf 11}, 133-134.}
\B{83}{Boolean constructions.}{\LNM {\bf 1004}, 67-90.}
\B{85}{Discriminator polynomials and arithmetical varieties.}{\AU {\bf 20}, 397-399.}
\B{85a}{A simple proof of the hereditary undecidability of the theory of lattice-ordered abelian groups.}{\AU {\bf 20}, 400-401.}
\B{87}{Primitive positive clones which are endomorphism clones.}{\AU {\bf 24}, 41-49.}
\B{87a}{A note on algebraically and existentially closed structures.}{\AU {\bf 24}, 186-187.}
\B{88}{Existentially closed structures and Boolean products.}{Waterloo 1988. 114pp.}
\B{93}{Polynomial time word problems.}{Preprint.}
\B{95}{Computers and universal algebra: some directions.}{\AU {\bf 34}, 61-71.}
\B{?1}{A note on directly indecomposable algebras.}{\AU.}
\B{?2}{The first-order theory of Boolean algebras with a distinguished group of automorphisms.}{\AU.}
\B{?3}{Model companions for finitely generated universal Horn classes.}{\JSL.}
\B{02}{Boolean products of indecomposables.}{\AU {\bf 48}, 497-499.}
\B{04}{The equational theory of a nontrivial discriminator variety is co-NP-hard.}{\AU {\bf 52}, 487-494.}


\A{Burris S., Idziak P.}
\B{96}{A directly representable variety has a discrete first-order law.}{\IJAC {\bf 6}, 269-276.}

\A{Burris S., Kwatinetz M.}
\B{72}{A metamathematical observation and its application to the cardinality of certain classes of mathematical structures.}{Notices AMS {\bf 19}, A-290.}

\A{Burris S., Lawrence J.}
\B{79}{Definable principal congruences in varieties of groups and rings.}{\AU {\bf 9}, 152-164.}
\B{81}{Two examples concerning the definability of the disjointness property of principal congruences.}{\AU {\bf 12}, 148--153.}
\B{91}{Term rewrite rules for finite fields.}{International J. of Algebra and Computation {\bf 1}, 353--369.}
\B{?1}{Two undecidability results using modified Boolean powers.}{\CanJM.}
\B{04}{Results on the equivalence problem for finite groups.}{\AU {\bf 52}, 495-500.}
\B{?3}{The equivalence problem for finite rings.}{}

\A{Burris S., McKenzie R.}
\B{81}{Decidability and Boolean representations.}{Memoirs AMS {\bf 246}.}
\B{81a}{Decidable varieties with modular congruence lattices.}{\BAMS {\bf 4}, 350-352.}

\A{Burris S., McKenzie R., Valeriote M.}
\B{91}{Decidable discriminator varieties from unary varieties.}{\JSL {\bf 56}, 1355-1368.}

\A{Burris S., Nelson E.}
\B{71}{Embedding the dual of $\Pi_m$ in the lattice of equational classes of commutative semigroups.}{\PAMS {\bf 30}, 37--39.}
\B{71a}{Embedding the dual of $\Pi_\infty$ in the lattice of equational classes of semigroups.}{\AU {\bf 1}, 248--253.}

\A{Burris S., Sankappanavar H.P.}
\B{75}{Lattice-theoretic decision problems in universal algebra.}{\AU {\bf 5}, 163-177.}
\B{81}{A course in universal algebra.}{Graduate Texts in Mathematics, Springer-Verlag, New York.}

\A{Burris S., Valeriote M.}
\B{83}{Expanding varieties by monoids of endomorphisms.}{\AU {\bf 17}, 150-169.}

\A{Burris S., Werner H.}
\B{79}{Sheaf constructions and their elementary properties.}{\TAMS {\bf 248}, 269-309.}
\B{80}{Remarks on Boolean products.}{\AU {\bf 10}, 333-344.}

\A{Burris S., Willard R.}
\B{87}{Finitely many primitive positive clones.}{\PAMS {\bf 101}, 427-430.}

\A{Burstall R.M., Landin P.J.}
\B{69}{Programs and their proofs: An algebraic approach.}{Machine Intelligence {\bf 4}, 17-43. American Elsevier, New York.}

\A{Burstin C., Mayer W.}
\B{29}{Distributive Gruppen von endlicher Ordnung.}{\JR {\bf 160}, 111-130.}

\A{Busaniche M.}
\B{03}{Free algebras in varieties of BL-algebras generated by a chain.}{\AU {\bf 50}, 259-277.}
\B{04}{Decompositions of BL-chains.}{\AU {\bf 52}, 519-525.}

\A{Busneay D., Piciu D.}
\B{03}{Localization of MV-algebras and lu-groups.}{\AU {\bf 50}, 359-380.}

\A{Buss S.R., Hay L.}
\B{91}{On truth-table reducibility to SAT.}{Inform. and Comput. {\bf 91}, 86-102.}

\A{Butler J.W.}
\B{60}{On complete and independent sets of operations in finite algebras.}{\PJM {\bf 10}, 1169-1179.}

\A{Butz C., Moerdijk I.}
\B{99}{An elementary definability theorem for first order logic.}{\JSL {\bf 64}, 1028-1036.}

\A{Byrd R.D., Mena R.A.}
\B{75}{Chains in generalized Boolean lattices.}{\JAuMS {\bf 21}, 231-240.}

\A{Byrd R.D., Mena R.A., Troy L.A.}
\B{75}{Generalized Boolean lattices.}{\JAuMS {\bf 19}, 225-237.}

\A{Byrne L.}
\B{46}{Two brief formulations of Boolean algebra.}{\BAMS {\bf 52}, 269-272.}

\A{Cacioppo R.}
\B{88}{On finite bases for varieties and pseudovarieties.}{\AU {\bf 25}, 263-280.}

\A{Caicedo X.}
\B{95}{Finitely axiomatizable quasivarieties of graphs.}{Plenum Publishing Co., New York.}

\A{Caine B.R.}
\B{75}{A characterization of some equationally complete varieties of quasigroups.}{Notices AMS {\bf 22}, 75T-A40.}

\A{Calenko M.S.}
\B{62}{Proper unions and special subdirect sums in categories.}{(Russian) Mat. Sb. {\bf 57}, 75-94.}
\B{63}{Completion of categories by free and direct joins of objects.}{(Russian) Mat. Sb. {\bf 60}, 235-256.}

\A{C\u alug\u areanu G.}
\B{96}{Distributively generated lattices.}{Anale Stiin. ale Univ. Al. I. Cuza Iasi {\bf 42}, 233-238.}

\A{Camillo V.P.}
\B{84}{Inducing lattice maps by semilinear isomorphisms.}{Rocky Mountain J. of Math. {\bf 14}, 475-486}

\A{Campbell A.D.}
\B{43}{Set-coordinates for lattices.}{\BAMS {\bf 49}, 395-398.}

\A{Campercholi M., Vaggione D.}
\B{07}{Congruence permutable MS-algebras.}{\AU {\bf 56}, 119-131.}

\A{Canfield E.R.}
\B{78}{On a problem of Rota.}{Advances in Math. {\bf 29}, 1-10.}

\A{Carath\'eodory C.}
\B{56}{Mass und Integral und ihre Algebraisiierung.}{Birkh\"auser Verlag, Basel und Stuttgart.}
\B{63}{Algebraic theory of measure and integration.}{Chelsea, New York.}

\A{Cardoso J.M., Silva Cl\'evis P.da.}
\B{78}{On Ward quasigroups.}{An. sti. Univ. Iasi, sec. I, {\bf 24/2}, 231-233.}

\A{Caro Y., Rautenbach D.}
\B{07}{Reconstructing graphs from size and degree properties of their induced k-subgraphs.}{\DM {\bf 307}, 694-703.}

\A{Carvalho C., Dalmau V., Markovi\'c P., Mar\'oti M.}
\B{07}{CD(4) has bounded width.}{Preprint}

\A{Caspard N.}
\B{00}{The lattice of permutations is bounded.}{\IJAC {\bf 10}, 481-489.}

\A{Cavenagh N.J., Donovan D.M., Yazici E.S.}
\B{06}{Minimal homogeneous latin trades.}{\DM {\bf 306}, 2047-2055.}

\A{Cecil D.R.}
\B{75}{Duality and reflexivity for medial systems.}{Tex. J. Sci. {\bf 26}, 61-65.}

\A{Cedilnik A.}
\B{?}{Subalternative algebras.}{}

\A{Cegielski P., Matiyasevich Yu., Richard D.}
\B{96}{Definability and decidability issues in extensions of the integers with the divisibility predicate.}{\JSL {\bf 61}, 515-540.}

\A{Cejtlin G.E.}
\B{74}{O kriteriyakh beskonechnoporozhdennosti v universal'nykh algebrakh.}{Kibernetika N0.3, 46-51.}

\A{Chaffer R., Eggen M., Andre R.St., Smith D.}
\B{75}{Strong finite embeddability for classes of quasigroups.}{\AU {\bf 5}, 257-262.}

\A{Chajda I.}
\B{73}{Direct products of homomorphic mappings.}{Arch. Math. (Brno) {\bf 9}, 61-65.}
\B{73a}{On substitution of operations in systems of equations over algebras.}{Arch. Math. Brno {\bf 9}, 135-139.}
\B{74}{Direct products of homomorphic mappings II.}{Arch. Math. (Brno) {\bf 10}, 1-8.}
\B{75}{Systems of equations and tolerance relations.}{\CMJ {\bf 25}, 302-308.}
\B{77}{Lattices of compatible relations.}{Arch. Math. (Brno) {\bf 13}, 89-96.}
\B{79}{The extension property of orderings.}{\AH {\bf 34}, 253-255.}
\B{79a}{Direct decomposability of tolerances on lattices, semilattices and quasilattices.}{\CMJ {\bf 32}, 110-115.}
\B{79b}{Recent results and trends in tolerances on algebras and varieties.}{\CMSJB {\bf 28}, 69-95.}
\B{80}{Characterizations of relational blocks.}{\AU {\bf 10}, 65-69.}
\B{80a}{Regularity and permutability of congruences.}{\AU {\bf 11}, 159-162.}
\B{81}{Distributivity and modularity of lattices of tolerance relations.}{\AU {\bf 12}, 247-255.}
\B{81a}{Two characterizations of locally order-polynomially complete lattices.}{\AU {\bf 13}, 395-396.}
\B{81b}{A note on functionally complete algebras.}{Arch. Math. Brno {\bf 17}, 139-140.}
\B{82}{Tolerance Hamiltonian varieties of algebras.}{\AS {\bf 44}, 13-16.}
\B{82a}{Direct decomposability of congruences in congruence-permutable varieties.}{Math. Slovaca {\bf 32}, 93-96.}
\B{83}{Coherence, regularity and permutability of congruences.}{\AU {\bf 17}, 170-173.}
\B{86}{Transferable tolerances and weakly tolerance regular lattices.}{\CMSJB {\bf 43}, 27-40.}
\B{89}{Forms of the congruence principality.}{\PMH {\bf 20}, 241-248.}
\B{90}{A principal congruence identity characterizing the variety of distributive lattices with zero.}{Math. Slovaca {\bf 40}, 129-131.}
\B{91}{Every at most four element algebra has a Mal'cev theory for permutability.}{Math. Slovaca {\bf 41}, 35-39.}
\B{95}{Normally presented varieties.}{\AU {\bf 34}, 327-335.}
\B{96}{Pseudosemirings induced by ortholattices.}{\CMJ {\bf 46}, 405-411.}
\B{97}{J\'onsson's lemma for normally presented varieties.}{Math. Bohemica {\bf 122}, 381-382.}
\B{00}{Modifications of Cs\'ak\'any's theorem.}{\DIS {\bf 20}, 37-41.}
\B{02}{Semiregularity of congruences implies congruence modularity at 0.}{\CMJ {\bf 52}, 333-336.}
\B{03}{Lattices and semilattices having an antitone involution in every upper interval.}{\CMUC {\bf 44}, 577-585.}
\B{05}{Ring-like structures derived from $\lambda$-lattices with antitone involutions.}{Preprint}
\B{06}{Directoids with sectionally switching involutions.}{Preprint}
\B{07}{Orthomodular semilattices.}{\DM {\bf 307}, 115-118.}

\A{Chajda I., Cz\'edli G., Horv\'ath E.K.}
\B{03}{The shifting lemma and shifting lattice identities.}{\AU {\bf 50}, 51-60.}

\A{Chajda I., Duda J.}
\B{82}{Finitely generated relations and their applications to permutable and n-permutable varieties.}{\CMUC {\bf 23}, 41-54.}
\B{97}{Compact universal relation in varieties with constants.}{\CMJ {\bf 47}, 173-178.}

\A{Chajda I., Hala\v s R.}
\B{97}{Finite basis of ideal terms in ideal determined varieties.}{\AU {\bf 37}, 243-252.}

\A{Chajda I., Hala\v s R., K\"uhr J.}
\B{04}{Implication in MV-algebras.}{\AU {\bf 52}, 377-382.}

\A{Chajda I., Hala\v s R., Pinus A.G.}
\B{99}{Algebraic duality of constant algebras.}{\CMJ {\bf 49}, 415-420.}

\A{Chajda I., Hala\v s R., Pinus A.G., Rosenberg I.G.}
\B{00}{Duality of normally presented varieties.}{\IJAC {\bf 10}, 651-664.}

\A{Chajda I., Hala\v s R., Rosenberg I.G.}
\B{99}{Ideals and the binary discriminator in universal algebra.}{\AU {\bf 42}, 239-251.}

\A{Chajda I., Kola\v r\'\i k M.}
\B{07}{Directoids with sectionally antitone involutions and skew MV-algebras.}{Mathematica Bohemica {\bf 132}, 407--422.}

\A{Chajda I., L\"anger H.}
\B{00}{Ring-like operations in pseudocomplemented semilattices.}{\DIS {\bf 20}, 87-95.}
\B{02}{A note on normal varieties of monounary algebras.}{\CMJ {\bf 52}, 369-373.}

\A{Chajda I., Nieminen J.}
\B{82}{Direct decomposability of tolerances on lattices, semilattices and quasilattices.}{\CMJ {\bf 32}, 110-115.}

\A{Chajda I., Pinus A., Denisov A.}
\B{99}{Lattices of quasiorders on universal algebras.}{\CMJ {\bf 49}, 291-301.}

\A{Chajda I., \v Se\v selja B., Tepav\`cevi\'c A.}
\B{95}{On weak congruence modular varieties.}{Filomat (Ni\v s) {\bf 9}, 633-638.}
\B{98}{Lattices of compatible relations satisfying a set of formulas.}{\AU {\bf 40}, 51-58.}
\B{98a}{Weak congruences in algebras having restricted similarity types.}{Discussiones Math. {\bf 18}, 27-38.}

\A{Chakir I., Pouzet M.}
\B{05}{Infinite independent sets in distributive lattices.}{\AU {\bf 53}, 211-225.}

\A{Cha\l adus S.}
\B{77}{On weak associative laws in commutative IP-loops.}{Demonstr. Math. {\bf 10/1}, 275-280.}

\A{Chang C.C.}
\B{54}{Some general theorems on direct products and their applications in the theory of models.}{\NAW {\bf 57}, 592-598.}
\B{56}{On arithmetical classes which are closed under homomorphisms.}{\BAMS {\bf 62}, 599.}
\B{58}{Algebraic analysis of many valued logics.}{\TAMS {\bf 88}, 467-490.}
\B{59}{On unions of chains of models.}{\PAMS {\bf 10}, 120-127.}
\B{61}{Cardinal and ordinal multiplication of relation types.}{Lattice Theory. Proc. Symp. Pure Math. II., AMS, Providence, R.I. 123-128.}
\B{64}{Some new results in definability.}{\BAMS {\bf 70}, 808-813.}
\B{65}{A note on two cardinal problems.}{\PAMS {\bf 16}, 1148-1155.}
\B{67}{Cardinal factorization of finite relational structures.}{\FM {\bf 60}, 251-269.}
\B{74}{Model theory 1945-1971.}{\PTS 173-186.}

\A{Chang C.C., Horn A.}
\B{61}{Prime ideal characterization of generalized Post algebra.}{\LT 43-48.}
\B{62}{On the representation of $\alpha$-complete lattices.}{\FM {\bf 51}, 253-258.}

\A{Chang C.C., J\'onsson B., Tarski A.}
\B{64}{Refinement properties for relational structures.}{\FM {\bf 55}, 249-281.}

\A{Chang C.C., Keisler H.J.}
\B{62}{Applications of ultraproducts of pairs of cardinals to the theory of models.}{\PJM {\bf 12}, 835-845.}
\B{66}{Continuous model theory.}{Ann. of Math. Studies {\bf 58}, Princeton Univ. Press.}
\B{73}{Model theory.}{Studies in Logic and the Foundations of Mathematics {\bf 73}. North-Holland, Amsterdam-London; American Elsevier, New York. (second ed., 1977).}

\A{Chang C.C., Morel A.C.}
\B{58}{On closure under direct product.}{\JSL {\bf 23}, 149-154.}
\B{60}{Some cancellation theorems for ordinal products of relations.}{Duke Math. J. {\bf 27}, 171-182.}

\A{Cheban A.M.}
\B{71}{Sistemy kvazigrupp s obobshchennym tozhdestvom Mufang.}{\MI {\bf 6/3}, 180-187.}
\B{71a}{Sistemy kvazigrupp s obobshchennym tozhdestvom Bola.}{\VTKL 165-175.}
\B{74}{Funkcional'nye uravneniya tipa Bola-Mufang.}{\MI {\bf 9/4}, 150-160.}
\B{76}{$B_r$-lupy.}{\SiK 226-229.}
\B{80}{Lupy s tozhdestvami dliny chetyre ranga tri. II.}{Obobshch. algebra i diskretn. geometriya. Mat. nauki. Kishinev, 117-120.}

\A{Chein O.}
\B{73}{Lagrange's theorem for $M_k$-loops.}{Arch. Math. {\bf 24}, 121-122.}
\B{74}{Moufang loops of small order I.}{\TAMS {\bf 188}, 31-51.}
\B{78}{Moufang loops of small order.}{Mem. AMS {\bf 197}, IV, 131 pp.}
\B{79}{A short note on supernuclear (central) elements of inverse property loops.}{\AM 131-132.}

\A{Chein O., Pflugfelder H.O.}
\B{71}{On maps $x\to x^n$ and the isotopy-isomorphy property of Moufang loops.}{Aeq. math. {\bf 6}, 116-117; 157-161.}
\B{71a}{The smallest Moufang loop.}{\AM {\bf 22}, 573-576.}

\A{Chein O., Robinson D.A.}
\B{72}{An "extra" law for characterizing Moufang loops.}{\PAMS {\bf 33}, 29-32.}

\A{Chekanu G.P.}
\B{?}{O lokal'no otmechennykh mnogoobraziyakh.}{}

\A{Chen C.C.}
\B{69}{On uniquely complemented lattices.}{J. Nanyang Univ. {\bf 3}, 380-384.}

\A{Chen C.C., Gratzer G.}
\B{69}{On the construction of complemented lattices.}{J. Algebra {\bf 11}, 56-63.}
\B{69a}{Stone lattices I. Construction theorems.}{\CanJM {\bf 21}, 884-894.}
\B{69b}{Stone lattices II. Structure theorems.}{\CanJM {\bf 21}, 895-903. }

\A{Chen C.C., Koh K.M.}
\B{72}{On the lattice of convex sublattices of a finite lattice.}{Nanta Math. {\bf 5}, 93-95.}
\B{78}{An algorithm for determining F(L) in finite distributive lattices.}{\AU {\bf 8}, 151-158.}

\A{Chen C.C., Koh K.M., Tan S.K.}
\B{73}{Frattini sublattices of distributive lattices.}{\AU {\bf 3}, 294-303.}
\B{75}{On the Frattini sublattice of a finite distributive lattice.}{\AU {\bf 5}, 88-97.}

\A{Chen C.C., Koh K.M., Teo K.L.}
\B{82}{On the length of the lattice of subalgebras of a finite Stone algebra.}{Bull. Malaysian Math. Soc. {\bf 5}, 101-104.}
\B{84}{On the sublattice-lattice of a lattice.}{\AU {\bf 19}, 61-73.}

\A{Chen X.}
\B{96}{On epi-extensions of frames.}{\AU {\bf 35}, 197-201.}

\A{Chepurnov B.A.}
\B{73}{Certain remarks on quasi-universal classes.}{(Russian) Uchen. zap. Ivanov. Gos. Ped. Inst. {\bf 125}, 175-190.}

\A{Chepurnov B.A., Kogalovskij S.R.}
\B{76}{Certain criteria of hereditarity and locality for formulas of higher degrees.}{(Russian) Studies in Set Theory and Nonclassic Logic. M., Nauka, 127-156.}

\A{Cheremisin A.I.}
\B{69}{The existence of generalized free structures and generalized free unions of structures in categories.}{(Russian) Ivanov. Gos. Ped. Inst. Uchen. Zap. {\bf 61}, 242-270.}
\B{69a}{Structural characterization of certain classes of models.}{(Russian) Ivanov. Gos. Ped. Inst. Uchen. Zap. {\bf 61}, 271-286.}

\A{Chiaro M.R.}
\B{75}{A cluster theorem for polynomial complete algebras.}{\AU {\bf 5}, 197-202.}

\A{Chin L.H., Tarski A.}
\B{51}{Distributive and modular laws in the arithmetic of relation algebras.}{University of Calif. Publications in Math. (new series) {\bf 1}, 341-384.}

\A{Cho J.R.}
\B{88}{Idempotent medial n-groupoids defined on fields.}{AU {\bf 25}, 235-246.}
\B{90}{Representations of certain medial algebras.}{J. Korean Math. Soc. {\bf 27}, 69-76.}

\A{Cho J.R., Dudek J.}
\B{01}{Groupoids with only linear term functions.}{Algebra Colloquium {\bf 8}, 427--440.}
\B{?}{Medial idempotent groupoids III.}{}

\A{Cho J.R., Je\v zek J., Kepka T.}
\B{99}{Paramedial groupoids.}{\CMJ {\bf 49}, 277--290.}
\B{00}{Simple paramedial groupoids.}{\CMJ {\bf 49}, 391--399.}
\B{?}{Finite simple zeropotent paramedial groupoids.}{}

\A{Cho J.R., Kepka T.}
\B{99}{Paramedial groupoids.}{\CMJ {\bf 49}, 277-290.}
\B{02}{Finite simple zeropotent paramedial groupoids.}{\CMJ {\bf 52}, 41-53.}
\B{03}{Infinite simple zeropotent paramedial groupoids.}{\CMJ {\bf 53}, 759-775.}

\A{Choe T.H.}
\B{77}{Injective and projective zero-dimensional compact universal algebras.}{\AU {\bf 7}, 137-142.}

\A{Choffrut C., Culik K.}
\B{84}{On extendibility of unavoidable sets.}{Discrete Appl. Math. {\bf 9}, 125-137.}

\A{Choffrut C., Horv\'ath S.}
\B{00}{Transfinite equations in transfinite strings.}{\IJAC {\bf 10}, 625-649.}

\A{Choudhury A.C.}
\B{57}{Quasigroups and nonassociative systems III.}{Bull. Calcutta Math. Soc. {\bf 49/1}, 9-24.}

\A{Choudum S.A., Ponnusamy B.}
\B{99}{Ramsey numbers for transitive tournaments.}{Discrete Math. {\bf 206}, 119-129.}

\A{Chrislock J.L.}
\B{69}{On medial semigroups.}{J. Algebra {\bf 12}, 1-9.}
\B{69a}{A certain class of identities on semigroups.}{\PAMS {\bf 21}, 189-190.}

\A{Christensen D.J., Pierce R.S.}
\B{59}{Free products of $\alpha$-distributive Boolean algebras.}{\MS {\bf 7}, 81-105.}

\A{Christie A., Wang Q., Wismath S.L.}
\B{07}{The inflation class operator.}{\AU {\bf 56}, 107-118.}

\A{Chronowski A.}
\B{87}{Extensions of inverse loops.}{Demonstratio Math. {\bf 20}, 45-55.}

\A{Chudnovskij G.B.}
\B{70}{Voprosy teorii modelej, svyazannye s kategorichnost'yu.}{\AiL {\bf 9/1}, 80-120.}

\A{Church R.}
\B{40}{Numerical analysis of certain free distributive structures.}{Duke Math. J. {\bf 6}, 732-734.}
\B{65}{Enumeration by rank of the elements of the free distributive lattice with seven generators.}{Abstract. Notices AMS {\bf 12}, 724.}

\A{Chv\'atal V., Sichler J.}
\B{73}{Chromatic automorphisms of graphs.}{J. Comb. Theory {\bf 14}, 209-215.}

\A{Cibulskis J.M.}
\B{69}{A characterization of the lattice orderings on a set which induce a given betweenness.}{\JLMS {\bf 1}, 480-482.}

\A{Ciesielski K.}
\B{88}{A short ordered commutative domain whose quotient field is not short.}{\AU {\bf 25}, 1-6.}

\A{Cignoli R.}
\B{78}{The lattice of global sections of sheaves of chains over Boolean spaces.}{\AU {\bf 8}, 357-373.}

\A{Cignoli R., D'Ottaviano I., Mundici D.}
\B{00}{Algebraic foundations of many-valued reasoning.}{Trends in Logic - Studia Logica Library {\bf 7}, Kluwer Academic Publishers, Dordrecht.}

\A{Cignoli R., Torrens A.}
\B{02}{Free algebras in varieties of BL-algebras with a Boolean reduct.}{\AU {\bf 48}, 55-79.}

\A{Cimpri\v c J.}
\B{01}{Post hulls of spaces of signatures.}{\AU {\bf 45}, 1-6.}

\A{Cimpri\v c J., Klep I.}
\B{06}{Generalized orderings and rings of fractions.}{\AU {\bf 55}, 93-109.}

\A{\'Ciri\'c M., Bogdanovi\'c S.}
\B{96}{Posets of C-congruences.}{\AU {\bf 36}, 423-424.}

\A{\'Ciri\'c M., Petkovi\'c T.}
\B{01}{Sums and limits of generalized direct families of algebras.}{Southeast Asian Bulletin of Math. {\bf 25}, 47--60.}

\A{Cirulis J.}
\B{07}{On implication in MV-algebras.}{\AU {\bf 56}, 237-239.}

\A{Cirulis J.P.}
\B{73}{Complex systems instead of algebraic ones.}{(Russian) Latvian mathematical yearbook {\bf 13}, 169-184. Izdat. Zinatne, Riga.}
\B{?}{Overriding nearlattices.}{}

\A{Clare F.}
\B{75}{Operations on elementary classes of groups.}{\AU {\bf 5}, 120-124.}

\A{Clark D.M.}
\B{69}{Varieties with isomorphic free algebras.}{\CM {\bf 20}, 181-187.}
\B{70}{Diassociative groupoids are not finitely based.}{\JAuMS {\bf 11}, 113-114.}

\A{Clark D.M., Davey B.A.}
\B{96}{When is a natural duality ``good''?}{\AU {\bf 35}, 265-295.}
\B{98}{Natural dualities for the working algebraist.}{Cambridge University Press.}

\A{Clark D.M., Davey B.A., Pitkethly J.G.}
\B{03}{The complexity of dualisability: three-element unary algebras.}{\IJAC {\bf 13}, 361-391.}

\A{Clark D.M., Davey B.A., Willard R.}
\B{?}{Not every full duality is strong!}{Preprint}

\A{Clark D.M., Idziak P.M., Sabourin L.R., Szab\'o C., Willard R.}
\B{01}{Natural dualities for quasivarieties generated by a finite commutative ring.}{\AU {\bf 46}, 285-320.}

\A{Clark D.M., Krauss P.H.}
\B{76}{Para primal algebras.}{\AU {\bf 6}, 165-192.}
\B{77}{Varieties generated by para-primal algebras.}{\AU {\bf 7}, 93-114.}
\B{79}{Boolean representations of congruence distributive varieties.}{Preprint No. {\bf 19/79}, Gesamthochschule Kassel.}
\B{80}{Plain para primal algebras.}{\AU {\bf 11}, 365-388.}
\B{84}{Topological quasivarieties.}{\AS {\bf 47}, 3-49.}

\A{Clark D.M., Werner H.}
\B{79}{Affine completeness in semiprimal varieties.}{Math. Schriften Kassel, Preprint 15/79.}
\B{81}{Affine completeness in semiprimal varieties.}{\CMSJB {\bf 28}, 809-823.}

\A{Clarke G.T.}
\B{81}{Commutative semigroup varieties with the amalgamation property.}{\JAuMS {\bf 30}, 278-283.}

\A{Cleave J.P.}
\B{80}{Some remarks on the interpretation of 3-valued logics.}{Ratio {\bf 22}, 52-60.}

\A{Clifford A.H., Preston G.B.}
\B{61}{Algebraic Theory of Semigroups.}{Mathematics Surveys {\bf 7}, Vol. I, AMS, Providence, R.I.}

\A{Climescu A.}
\B{60}{Une d\'efinition unitaire des alg\`ebres \`a op\'erations finitaires.}{Bul. Inst. Politekhn. Ia\c si (N.S.) {\bf 6}, 1-4.}

\A{Cohen D.E.}
\B{67}{On the laws of a metabelian variety.}{J. Algebra {\bf 5}, 267-273.}
\B{97}{String rewriting and homology of monoids.}{Mathematical Structures in Computer Science {\bf 7}, 207-240.}

\A{Cohen I.S.}
\B{50}{Commutative rings with restricted minimum conditions.}{Duke Math. J. {\bf 17}, 27-42.}

\A{Cohn L.}
\B{?}{On the classification of Gorenstein quasi-orderings.}{}

\A{Cohn L., Comer S.D.}
\B{88}{An abstract theory of invertible relations.}{\AU {\bf 25}, 131-146.}

\A{Cohn P.M.}
\B{65}{Universal algebra.}{Harper and Row, New York.}
\B{71}{Free rings and their relations.}{Academic Press, New York.}

\A{Colbourn C.J., Rosa A.}
\B{99}{Triple systems.}{Clarendon Press, Oxford.}

\A{Cole J.}
\B{02}{Examples of residuated orders on free monoids.}{Ordered Algebraic Structures, Kluwer Academic Publishers, Dordrecht, 205-212.}

\A{Coleman J.P.}
\B{96}{Separation in topological algebras.}{\AU {\bf 35}, 72-84.}
\B{97}{Topological equivalents to $n$-permutability.}{\AU {\bf 38}, 200-209.}
\B{06}{Nonexpansive algebras.}{\AU {\bf 55}, 479-494.}

\A{Coleman J.P., Hyndman J.}
\B{06}{Walter Taylor's contributions to universal algebra.}{\AU {\bf 55}, 113-117.}

\A{Comer S.D.}
\B{69}{Classes without the amalgamation property.}{\PJM {\bf 28}, 309-318.}
\B{69a}{Finite inseparability of some theories of cylindrification algebras.}{\JSL {\bf 34}, 171-176.}
\B{69b}{Isomorphism types of infinite algebras.}{\PAMS {\bf 21}, 635-639.}
\B{71}{Representations by algebras of sections over Boolean spaces.}{\PJM {\bf 38}, 29-38.}
\B{72}{A sheaf theoretic duality for cylindric algebras.}{\TAMS {\bf 169}, 75-87.}
\B{73}{Arithmetical properties of relatively free products.}{\PHLT 180-193.}
\B{74}{Restricted direct products and sectional representations.}{Math. Nachr. {\bf 64}, 333-344.}
\B{74a}{Elementary properties of structures of sections.}{Bol. Soc. Math. Mexicana {\bf 19}, 78-85.}
\B{75}{Monadic algebras with finite degree.}{\AU {\bf 5}, 313-327.}
\B{76}{Complete and model-complete theories of monadic algebras.}{\CM {\bf 34}, 183-190.}
\B{76a}{Multi-valued loops, geometries, and algebraic logic.}{\HJM {\bf 2}, 373-380.}
\B{79}{The countable chain condition and free algebras.}{Math. Z. {\bf 165}, 101-106.}
\B{80}{The representation of implicative BCK-algebras.}{Math. Japonica {\bf 25}, 111-115.}
\B{81}{The decision problem for certain nilpotent closed varieties.}{\ZMLG {\bf 27}, 557-560.}
\B{83}{Extension of polygroups by polygroups and their representations using color schemes.}{\LNM {\bf 1004}, 91-103.}
\B{83a}{A new foundation for the theory of relations.}{Notre Dame J. of Formal Logic {\bf 24}, 181-187.}
\B{84}{Combinatorial aspects of relations.}{\AU {\bf 18}, 77-94.}
\B{85}{The Cayley representation of polygroups.}{Ippergruppi, altre strutture multivoche e loro applicazioni, Udine, 27-34.}
\B{86}{Epimorphisms in discriminator varieties.}{\CMSJB {\bf 43}, 41-48.}
\B{?1}{A remark on chromatic polygroups.}{}
\B{?2}{Multi-valued algebras and their graphical representations.}{}

\A{Comer S.D., Hong D.X.}
\B{72}{Some remarks concerning the varieties generated by the diamond and the pentagon.}{\TAMS {\bf 174}, 45-54.}

\A{Comer S.D., Johnson J.S.}
\B{72}{The standard semigroup of operators of a variety.}{\AU {\bf 2}, 77-79.}

\A{Comer S.D., Tourneau J.J.Le}
\B{69}{Isomorphism types of infinite algebras.}{\PAMS {\bf 21}, 635-639.}
\B{69a}{Classes without the amalgamation property.}{\PJM {\bf 28}, 309-318.}

\A{Conaway L., Kearnes K.A.}
\B{04}{Minimal sets in finite rings.}{\AU {\bf 51}, 81-109.}

\A{Conrad P.F., Darnel M.R.}
\B{01}{Subgroups and hulls of Specker lattice-ordered groups.}{\CMJ {\bf 51}, 395-413.}
\B{03}{s-extensions of special-valued lattice-ordered groups.}{\AU {\bf 50}, 279-303.}

\A{Conway J.H., Gordon C.McA.}
\B{75}{A group to classify knots.}{\BLMS {\bf 7}, 84-88.}

\A{Copeland A.H.,Jr., Shar A.O.}
\B{81}{Constructing loops from groups.}{\AMM {\bf 88}, 283-285.}

\A{Corner A.L.S.}
\B{69}{Additive categories and a theorem of Leavitt.}{\BAMS {\bf 75}, 78-82.}

\A{Cornish W.H.}
\B{72}{Normal lattices.}{\JAuMS {\bf 14}, 200-215.}
\B{74}{Crawley's completion of a conditionally upper continuous lattice.}{\PJM {\bf 51}, 397-405.}
\B{74a}{n-normal lattices.}{\PAMS {\bf 45}, 48-54.}
\B{74b}{Quasicomplemented lattices.}{\CMUC {\bf 15}, 501-511.}
\B{80}{A 3-distributive 2-based variety.}{\MSN {\bf 8}, 381-387.}
\B{82}{On Is\'eki's BCK-algebras.}{Lecture Notes in Pure and Appl. Math. {\bf 74}, 101-122.}
\B{83}{Antimorphic action.}{The Flinders Univ. of South Australia, Preprint.}
\B{?}{The Chinese remainder theorem and sheaf representations.}{\FM}

\A{Cornish W.H., Stewart P.N.}
\B{76}{Weakly regular algebras, Boolean orthogonalities and direct products of integral domains.}{\CanJM {\bf 28}, 148-153.}

\A{Corovei I.}
\B{77}{The extensions of functions satisfying the functional equation $f(xy)+f(xy^{-1})=2f(x)g(x)$.}{Mathematica (RSR), {\bf 19/1}, 33-39.}

\A{Corsini P.}
\B{96}{Hypergraphs and hypergroups.}{\AU {\bf 35}, 548-555.}

\A{Corsini P., Leoreanu V.}
\B{00}{Hypergroups and binary relations.}{\AU {\bf 43}, 321-330.}

\A{Cosmadakis S.S.}
\B{88}{The word and generator problem for lattices.}{Information and Computation {\bf 77}, 192-217.}

\A{Cosmadakis S.S., Kanellakis P.C.}
\B{87}{Two applications of equational theories to data base theory.}{In \Jou, 107-123.}

\A{Cotlar M.}
\B{44}{A method of construction of structures and its application to topological spaces and abstract arithmetic.}{Univ. Nat. Tucum\'an Rev. Ser. A. {\bf 4}, 105-157.}

\A{Couceiro M., Pouzet M.}
\B{?}{Equational definability and quasi-ordering on Boolean functions.}{Preprint. 1-13.}

\A{Courcelle B., Nivat M.}
\B{76}{Algebraic families of interpretation.}{17th Symposium on Foundations of Computer Science, Houston.}

\A{Cowan D.F., Reilly N.R., Trotter P.G., Volkov M.V.}
\B{03}{The finite basis problem for quasivarieties and pseudovarieties generated by regular semigroups I. Quasivarieties generated by regular semigroups.}{\JA {\bf 267}, 635-653.}

\A{Cowell W.R.}
\B{60}{Loops with adjoints.}{\CanJM {\bf 12}, 134-144.}

\A{Craig W.}
\B{57}{Three uses of the Herbrand-Gentzen theorem in relating model theory and proof theory.}{\JSL {\bf 22}, 269-285.}
\B{74}{Diagonal relations.}{\PTS 91-104.}
\B{?1}{Logical partial functions and extensions of equational logic.}{}
\B{?2}{Near-equational and equational systems of logic for partial functions.}{}

\A{Crapo H.H.}
\B{65}{Single-element extensions of matroids.}{J. Res. Nat. Bur. Standards Sect. B. {\bf 69B}, 55-65.}
\B{66}{The M\"obius function of a lattice.}{J. Combin. Theory {\bf 1}, 126-131.}
\B{68}{M\"obius inversion in lattices.}{\AM {\bf 19} (1968/69), 595-607.}

\A{Crapo H.H., Rota G.C.}
\B{70}{Geometric lattices.}{Trends in Lattice Theory, Van Nostrand-Reinhold, New York.}
\B{71}{Combinatorial geometries.}{M. I. T. Press, Boston, Mass.}

\A{Crawley P.}
\B{59}{The isomorphism theorem in compactly generated lattices.}{\BAMS {\bf 65}, 377-379.}
\B{60}{Lattices whose congruences form a Boolean algebra.}{\PJM {\bf 10}, 787-795.}
\B{61}{Decomposition theory for nonsemimodular lattices.}{\TAMS {\bf 99}, 246-254.}
\B{62}{Regular embeddings which preserve lattice structure.}{\PAMS {\bf 13}, 748-752.}
\B{62a}{Direct decompositions with finite dimensional factors.}{\PJM {\bf 12}, 457-468.}

\A{Crawley P., Dean R.A.}
\B{59}{Free lattices with infinite operations.}{\TAMS {\bf 92}, 35-47.}

\A{Crawley P., Dilworth R.P.}
\B{73}{Algebraic theory of lattices.}{Prentice-Hall, Englewood Cliffs, N.J.}

\A{Crawley P., J\'onsson B.}
\B{63}{Direct decompositions of algebraic systems.}{\BAMS {\bf 69}, 541-547.}
\B{64}{Refinements for infinite direct decompositions of algebraic systems.}{\PJM {\bf 14}, 797-855.}

\A{Croisot R.}
\B{51}{Contribution \`a l'\'etude des treillis semi-modulaires de longueur infinie.}{Ann. Sci. \'Ecole Norm. Sup. {\bf 68}, 203-265.}
\B{52}{Quelques applications et propri\'et\'es des treillis semimodulaires de longueur infinie.}{Ann. Fac. Sci. Univ. Toulouse {\bf 16} (1952/53), 11-74.}
\B{57}{Sur l'irr\'eductibili'e dans les treillis g\'eom\'etriques et les g\'eo'etries projectives.}{Convegno internazionale: Reticoli e geometrie proiettive, Palermo, Messina. Gremonese, Rome (1957/58), 3-10.}

\A{Crombez G.}
\B{72}{On (n,m)-rings.}{Abh. aus dem Math. Sem. der Univ. Hamburg {\bf 37}, 180-199.}
\B{73}{The Post coset theorem for (n,m)-rings.}{Atti dell'Istituto Veneto di Sci., Lettere ed Arti {\bf 131} (1972/73), 1-7.}
\B{?}{On (n,m)-quotient rings.}{200-203.}

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\B{74}{Combinatorial functors.}{Springer-Verlag.}

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\B{65}{Introduction to knot theory.}{Blaisdell Publ. Comp., New York.}

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\B{74}{On extending incomplete latin rectangles. Preliminary report.}{Notices AMS {\bf 21}, 74T-A78.}

\A{Cruse A.B., Neff M.F.}
\B{75}{Finite embeddability in a class of infinitary algebras.}{\AU {\bf 5}, 329-332.}

\A{Crvenkovi\'c S.}
\B{95}{Word problems for varieties of algebras (a survey).}{Proc. Int. Conf. on Algebra, Logic and Discrete Math., Filomat, Ni\v s {\bf 9}, 427-448.}

\A{Crvenkovi\v c S., Deli\v c D.}
\B{96}{A variety with locally solvable but globally unsolvable word problem.}{\AU {\bf 35}, 420-424.}
\B{96a}{Different levels of word problems for some classes of varieties.}{Novi Sad J. Math. {\bf 26}, 93-102.}

\A{Crvenkovi\'c S., Dolinka I.}
\B{96}{Undecidable varieties with solvable word problems I.}{Facta Universitatis Ni\v s, Ser. Math. Inform. {\bf 11}, 1-8.}
\B{96a}{Undecidable varieties with solvable word problems II.}{Novi Sad J. Math. {\bf 26}, 21-30.}
\B{98}{A variety with undecidable equational theory and solvable word problem.}{\IJAC {\bf 8}, 625-630.}
\B{98a}{Undecidable varieties with solvable word problems - III (A semigroup variety).}{Novi Sad J. Math. {\bf 28}, 109-117.}
\B{00}{Separability and decidability results for varieties of J\'onsson dynamic algebras.}{\AU {\bf 43}, 79-97.}
\B{00a}{Finite semigroups with slowly growing $p_n$-sequences.}{\AU {\bf 43}, 259-268.}
\B{00b}{Notes on the number of operations of finite semigroups.}{Acta Sci. Math. Szeged {\bf 66}, 23-31.}
\B{?}{Varieties of involution semigroups and involution semirings: a survey.}{7-47}

\A{Crvenkovi\'c S., Dolinka I., Markovi\'c P.}
\B{99}{A survey of algebra of tournaments.}{Novi Sad J. Math {\bf 29}, 95-130.}

\A{Crvenkovi\'c S., Dolinka I., Ru\v skuc N.}
\B{01}{The Berman conjecture is true for finite surjective semigroups and their inflations.}{Semigroup Forum {\bf 62}, 103-114.}
\B{02}{Finite semigroups with few term operations.}{J. Pure Appl. Algebra {\bf 157}, 205-214.}

\A{Crvenkovi\'c S., Dolinka I., Vin\v ci\'c M.}
\B{00}{Equational bases for some 0-direct unions of semigroups.}{\SSMH {\bf 36}, 423-431.}

\A{Crvenkovi\'c S., Dudek J.}
\B{85}{Rectangular groupoids.}{\CMJ {\bf 35}, 405-414.}

\A{Crvenkovi\'c S., Ru\v skuc N.}
\B{93}{On groupoids having $n^2$ essentially n-ary polynomials.}{Univ. u Novom Sadu Zb. Rad. Prirod.-Mat. Fak. {\bf 23}, 287-312.}
\B{95}{Log-linear varieties of semigroups.}{\AU {\bf 33}, 370-374.}

\A{Cs\'ak\'any B.}
\B{62}{Ob ekvivalentnosti nekotorykh klassov algebraicheskikh sistem.}{\AS {\bf 23}, 46-57.}
\B{63}{Primitivnye klassy algebr, ekvivalentnye klassam polumodulej i modulej.}{\AS {\bf 24}, 157-164.}
\B{64}{Ob abelevykh svojstvakh primitivnykh klassov universal'nykh algebr.}{\AS {\bf 25}, 202-208.}
\B{65}{Inner automorphisms of universal algebras.}{\PMD {\bf 2}, 331-333.}
\B{70}{Characterizations of regular varieties.}{\AS {\bf 31}, 187-189.}
\B{75}{Varieties of modules and affine modules.}{\AH {\bf 26}, 263-266.}
\B{75a}{Congruences and subalgebras.}{\AnnUSB {\bf 18}, 37-44.}
\B{75b}{Varieties of affine modules.}{\AS {\bf 37}, 3-10.}
\B{75c}{Varieties in which congruences and subalgebras are amicable.}{\AS {\bf 37}, 25-31.}
\B{75d}{On affine spaces over prime fields.}{\AS {\bf 37}, 33-36.}
\B{76}{Conditions involving universally quantified function variables.}{\AS {\bf 38}, 1-2, 7-11.}
\B{76a}{Varieties whose algebras have no idempotent elements.}{\CM {\bf 35}, 201-203.}
\B{79}{Homogeneous algebras.}{\CGA, 77-81.}
\B{80}{Homogeneous algebras are functionally complete.}{\AU {\bf 11}, 149-158.}
\B{83}{Three-element groupoids with minimal clones.}{\AS {\bf 45}, 111-117.}
\B{83a}{All minimal clones on the three-element set.}{Acta Cybernet. {\bf 6}, 227-238.}
\B{83b}{Homogeneity and completeness.}{in: Fundamentals of computation theory (Szeged, 1981), Lecture Notes in Comput. Sci. {\bf 117}, 81-89.}
\B{86}{On conservative minimal operations.}{\CMSJB {\bf 43}, 49-60.}
\B{?}{Mnogoobraziya affinnykh modulej.}{}
\B{05}{Minimal clones - a minicourse.}{\AU {\bf 54}, 73-89.}

\A{Cs\'ak\'any B., Gavalcov\'a T.}
\B{80}{Finite homogeneous algebras I.}{Acta Sci. Math. {\bf 42}, 57-65.}
\B{81}{Inductive clones.}{\CMSJB {\bf 28}, 115-126.}
\B{82}{Three-element quasi-primal algebras.}{\SSMH}

\A{Cs\'ak\'any B., Iskander A.A.}
\B{93}{Solvability of equations in varieties of universal algebras.}{Acta Math. Univ. Comenianae {\bf 62}, 169-178.}

\A{Cs\'ak\'any B., Kearnes K.A.}
\B{97}{Algebras whose subalgebras and reducts are trivial.}{\AS {\bf 63}, 377-379.}

\A{Cs\'ak\'any B., Megyesi L.}
\B{75}{Varieties of idempotent medial quasigroups.}{\AS {\bf 37}, 17-23.}
\B{79}{Varieties of idempotent medial n-quasigroups.}{\CM {\bf 42}, 45-52.}

\A{Cs\'ak\'any B., Schmidt E. T.}
\B{70}{Translations of regular algebras.}{\AS {\bf 31}, 157-160.}

\A{Csima J.}
\B{79}{Embedding partial idempotent d-ary quasigroups.}{\PJM {\bf 80}, 351-357.}

\A{Cs\"org\"o P., Kepka T.}
\B{04}{On loops whose inner permutations commute.}{\CMUC {\bf 45}, 213-221.}

\A{\v Cupona G.}
\B{63}{Distributive systems of finitary operations.}{(Macedonian) Fac. Sci. Univ. Skopje Annuaire {\bf 13}, 5-15.}
\B{66}{On some primitive classes of universal algebras.}{Mat. Vesnik {\bf 3}, 105-108. Correction: {\bf 6} (1969), 354.}
\B{70}{On a theorem of Cohn and Rebane.}{(Macedonian) Fac. Sci. Univ. Skopje Annuaire {\bf 20}, 5-14.}

\A{\v Cupona G., Celakoski N.}
\B{97}{On groupoids with the identity $x^2y^2=xy$.}{Contributions, Sec. Math. Tech. Sci., MANU {\bf 18}, 5-15.}

\A{\v Cupona G., Stojakovi\'c Z., U\v san J.}
\B{81}{On finite multiquasigroups.}{Publ. Inst. math. {\bf 29}, 53-59.}

\A{\v Cupona G., Markovski S.}
\B{76}{On quasigroups.}{Godi\v sen zb. Prirodno-mat. fak. Un-t Skopje, A, No25-26, 9-14.}
\B{97}{Primitive varieties of algebras.}{\AU {\bf 38}, 226-234.}

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\B{68}{Avtotopii CI-lup.}{\IsOA\ I, Kishinev, 102-109.}
\B{70}{CF-kvazigruppy.}{\IV No.6, 119-126.}
\B{73}{CI-kvazigruppy s nepustym distributantom.}{\IV No.5, 84-90.}
\B{80}{O tozhdestvakh s parametrami.}{Obshch. algebra i diskretn. geometriya. Mat. nauki. Kishinev, 154-157.}

\A{Currie J.D., Visentin T.I.}
\B{02}{Counting endomorphisms of crown-like orders.}{Order {\bf 19}, 305-317}.

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\B{63}{Foundations of mathematical logic.}{McGraw-Hill, New York.}

\A{Curzio M.}
\B{53}{Alcune limitazioni sul minimo ordine dei reticoli modulari di lunghezza 3 contenenti sottoreticoli d'ordine dato.}{Ricerche Mat. {\bf 2}, 140-147.}

\A{Cz\'edli G.}
\B{79}{On the lattice of congruence varieties of locally equational classes.}{\AS {\bf 41}, 39-45.}
\B{80}{On the 2-distributivity of sublattice lattices.}{\AH {\bf 36}, 49-55.}
\B{81}{A Mal'cev type condition for the semi-distributivity of congruence lattices.}{\AS {\bf 43}, 267-272.}
\B{82}{A note on the compactness of the consequence relation for congruence varieties.}{\AU {\bf 15}, 142-143.}
\B{83}{A characterization for congruence semi-distributivity.}{\LNM {\bf 1004}, 104-110.}
\B{84}{Mal'cev conditions for Horn sentences with congruence permutability.}{\AH {\bf 44}, 115-124.}
\B{?}{An application of Mal'cev type theorems to congruence varieties.}{\CMSJB Esztergom, 1977.}

\A{Cz\'edli G., Day A.}
\B{84}{Horn sentences with (W) and weak Mal'cev conditions.}{\AU {\bf 19}, 217-230.}

\A{Cz\'edli G., Freese R.}
\B{83}{On congruence distributivity and modularity.}{\AU {\bf 17}, 216-219.}

\A{Cz\'edli G., Hala\v s R., Kearnes K.A., P\'alfy P.P., Szendrei \'A.}
\B{01}{The join of two minimal clones and the meet of two maximal clones.}{\AU {\bf 45}, 161-178.}

\A{Cz\'edli G., Heindorf L.}
\B{?}{A class of clones on countable sets arising from ideals.}{\SSMH (submitted)}

\A{Cz\'edli G., Horv\'ath E.K.}
\B{03}{All congruence lattice identities implying modularity have Mal'tsev conditions.}{\AU {\bf 50}, 69-74.}

\A{Cz\'edli G., Horv\'ath E.K., Klukovits L.}
\B{?}{Associativity in monoids and categories.}{Acta Univ. Palacki. Olomouc., Fac. rer. nat. Math., submitted.}

\A{G.Cz\'edli G., Horv\'ath E.K., Lipparini P.}
\B{05}{Optimal Mal'tsev conditions for congruence modular varieties.}{\AU {\bf 53}, 267-279.}

\A{Cz\'edli G., Huhn A.P., Schmidt E.T.}
\B{85}{Weakly independent subsets in lattices.}{\AU {\bf 20}, 193-196.}

\A{Cz\'edli G., Huhn A.P., Szabo L.}
\B{83}{On compatible ordering of lattices..}{in: Contributions to Lattice Theory (Szeged,1980), CMSJB {\bf 33}, 87-99.}

\A{Cz\'edli G., Hutchinson G.}
\B{78}{A test for identities satisfied in lattices of submodules.}{\AU {\bf 8}, 269-309.}
\B{87}{An irregular Horn sentence in submodule lattices.}{\AS {\bf 51}, 35-38.}
\B{96}{Submodule lattice quasivarieties and exact embedding functors for rings with prime power characteristic.}{\AU {\bf 35}, 425-445.}

\A{Cz\'edli G., Klukovic L.}
\B{83}{A note on tolerances of idempotent algebras.}{Glas. Mat. Ser. III {\bf 18}(38), 35-38.}

\A{Cz\'edli G., Lenkehegyi A.}
\B{83}{On congruence n-distributivity of ordered algebras.}{\AH {\bf 41}, 17-26.}

\A{Cz\'edli G., Poll\'ak Gy.}
\B{95}{When do coalitions form a lattice?}{\AS {\bf 60}, 197-206.}


\A{Cz\'edli G., Smith J.D.H.}
\B{79}{On the uniqueness of Mal'cev polynomials.}{\CMSJB {\bf 28}, 127-145.}

\A{Cz\'edli G., Szab\'o L.}
\B{95}{Quasiorders of lattices versus pairs of congruences.}{\AS {\bf 60}, 207-206.}

\A{Cz\'edli G., Walendziak A.}
\B{00}{Subdirect representation and semimodularity of weak congruence lattices.}{\AU {\bf 44}, 371-373.}

\A{Czelakowski J.}
\B{98}{Relative principal congruences in congruence-modular quasivarieties.}{\AU {\bf 39}, 81-101.}

\A{Czelakowski J., Dziobiak W.}
\B{90}{Congruence distributive quasivarieties whose finitely subdirectly irreducible members form a universal class.}{\AU {\bf 27}, 128-149.}
\B{90a}{Quasivarieties with equationally definable principle intersections.}{\AU {\bf 20}, 234-260.}
\B{96}{The parameterized local deduction theorem for quasivarieties of algebras and its application.}{\AU {\bf 35}, 373-419.}

\A{Czelakowski J., Pigozzi D.}
\B{99}{Amalgamation and interpolation in abstract algebraic logic.}{Lecture Notes in Pure and Appl. Math. {\bf 203}, 187-265.}

\A{Daigneault A.}
\B{59}{Products of polyadic algebras and their representations.}{Ph.D. Thesis, Princeton University.}
\B{63}{Tensor products of polyadic algebras.}{\JSL {\bf 28}, 177-200.}
\B{64}{On automorphisms of polyadic algebras.}{\TAMS {\bf 112}, 84-130.}
\B{64a}{Freedom in polyadic algebras and two theorems of Beth and Craig.}{Michigan Math. J. {\bf 11}, 129-135.}
\B{69}{Injective envelopes.}{AMM {\bf 76}, 766-774.}

\A{Dale E.C.}
\B{56}{Semigroup and braid representations of varieties of algebras.}{Ph.D. Thesis, Manchester.}

\A{Dal\'\i k J.}
\B{79}{Strong elements in lattices.}{\v Casop. p\v est. mat. {\bf 104}, 243-247.}

\A{Damm H.M.}
\B{07}{Totally anti-symmetric quasigroups for all orders $n\neq 2,6$.}{\DM {\bf 307}, 715-729.}

\A{Dalla V. V.}
\B{62}{Sulle quasischiere.}{(O kvazigruppakh.) Ann. mat. pura ed appl. {\bf 57}, 187-201.}

\A{Damm W., Fehr E., Indermark K.}
\B{78}{Higher type recursion and self-application as control structures.}{Formal Description of Programming Concepts, North-Holland, Amsterdam, 461-489.}

\A{Dantoni G.}
\B{69}{Relazioni invarianti di un'algebra universale ed algebre con il sistema di operazioni completo rispetto ad una famiglia di relazioni invarianti.}{Matematiche (Catania) {\bf 24}, 187-217.}
\B{69a}{Su certe famiglie di relazioni n-arie invarianti di un'algebra.}{Atti. Accad. Naz. Lincei Rend. Cl. Sci. Fis. Mat. Natur. {\bf 47}, 456-464.}
\B{72}{Relazioni n-arie invarianti di un'algebra universale. Struttura, lemma di Zassenhaus, teorema di Schreier.}{Matematiche (Catania) {\bf 27}, 1-45.}

\A{Dao-Rong T.}
\B{94}{Free l-groups and free products of l-groups.}{\CMUC {\bf 35}, 617-625.}

\A{Dapi\'c P., Je\v zek J., Markovi\'c P., McKenzie R., Stanovsk\'y D.}
\B{?}{Star-linear equational theories of groupoids.}{}

\A{Darnel M.R.}
\B{95}{Theory of lattice-ordered groups.}{Marcel Dekker, Inc., New York - Basel - Hong Kong.}
\B{00}{$\sigma$-interpolation lattice-ordered groups.}{\CMJ {\bf 50}, 1-2.}

\A{Das P.}
\B{76}{Note on the character quasigroup of an abelian topological quasigroup.}{Indian J. Pure and Appl. Math. {\bf 7}, 421-424.}
\B{77}{Isotopy of Abelian quasigroups.}{\PAMS {\bf 63}, 317-323.}
\B{77a}{Kernel of a homotopy.}{Stud. sci. mat. hung. {\bf 12}, 89-93.}

\A{Dassow J., Mitrana V.}
\B{00}{Finite automata over free groups.}{\IJAC {\bf 10}, 725-737.}

\A{Davey B.A.}
\B{72}{m-Stone lattices}{\CanJM {\bf 24}, 1027-1032.}
\B{73}{A note on representable posets.}{\AU {\bf 3}, 345-347.}
\B{73a}{Sheaf spaces and sheaves of universal algebras.}{Math. Z. {\bf 134}, 275-290.}
\B{74}{Free products of bounded distributive lattices.}{\AU {\bf 4}, 106-107.}
\B{74a}{Some annihilator conditions on distributive lattices.}{\AU {\bf 4}, 316-322.}
\B{76}{Dualities for equational classes of Browerian algebras and Heyting algebras.}{\TAMS {\bf 221}, 119-146.}
\B{77}{Weak injectivity and congruence extension property in congruence distributive equational classes.}{\CanJM {\bf 29}, 449-459.}
\B{78}{Subdirectly irreducible distributive double p-algebras.}{\AU {\bf 8}, 73-88.}
\B{79}{On the lattice of subvarieties.}{\HJM {\bf 5}, 183-192.}
\B{82}{Dualities for Stone algebras, double Stone algebras, and relative Stone algebras.}{\CM {\bf 46}, 1-14.}
\B{88}{Monotone clones and congruence modularity.}{La Trobe Univ. preprint.}
\B{88a}{Topological duality for prevarieties of universal algebras.}{in: Studies in Foundations and Combinatorics (G.-C. Rota, ed.) Advances in Mathematics Supplementary studies {\bf 1}, 61-99.}
\B{93}{Duality theory on ten dollars a day.}{Algebras and orders, Kluewer Acad. Publ., 71-111.}

\A{Davey B.A., Davis G.E.}
\B{85}{Tensor products and entropic varieties}{\AU {\bf 21}, 68-88.}

\A{Davey B.A., Duffus D.}
\B{82}{Exponentiation and duality.}{Ordered sets, NATO Advanced study Institute Series {\bf 83}, D. Reidel Publ. Co., Dordrecht, Holland, 43-95.}

\A{Davey B.A., Duffus D., Quakenbush R.W., Rival I.}
\B{78}{Exponents of finite simple lattices.}{\JLMS (2){\bf 17}, 203-221.}

\A{Davey B.A., Goldberg M.S.}
\B{80}{The free p-algebra generated by a distributive lattice.}{\AU {\bf 11}, 90-100.}

\A{Davey B., Haviar M., Niven T., Perkal M.}
\B{07}{Full but not strong dualities at the finite level: Extending the realm.}{\AU {\bf 56}, 37-56.}

\A{Davey B., Haviar M., Willard R.}
\B{05}{Structural entailment.}{\AU {\bf 54}, 397-416.}
\B{05a}{Full does not imply strong, does it?}{\AU {\bf 54}, 1-22.}

\A{Davey B.A., Heindorf L., McKenzie R.}
\B{95}{Near unanimity: an obstruction to general duality theory.}{\AU {\bf 33}, 428-439.}

\A{Davey B.A., Idziak P., Lampe W., McNulty G.F.}
\B{00}{Dualizability and graph algebras.}{Discrete Math. {\bf 214}, 145-172.}

\A{Davey B.A., Kov\'acs L.G.}
\B{86}{Absolute subretracts and weak injectives in congruence-modular varieties.}{\TAMS {\bf 297}, 181-196.}

\A{Davey B.A., McCarthy M.J.}
\B{81}{A representation theory for the variety generated by the triangle.}{\AH {\bf 38}, 241-255.}

\A{Davey B.A., Miles K.R., Schumann V.J.}
\B{87}{Quasi-identities, Mal'cev conditions and congruence regularity.}{\AS {\bf 51}, 39-55.}

\A{Davey B.A., Nation J.B., McKenzie R.N., P\'alfy P.P.}
\B{94}{Braids and their monotone clones.}{\AU {\bf 32}, 153-176.}

\A{Davey B.A., Nieminen J.}
\B{86}{Annihilators in modular lattices.}{\AU {\bf 22}, 154-158.}

\A{Davey B.A., Pitkethly J.G.}
\B{97}{Endoprimal algebras.}{\AU {\bf 38}, 266-288.}
\B{01}{Dualisability of p-semilattices.}{\AU {\bf 45}, 149-153.}

\A{Davey B.A., Poguntke W., Rival I.}
\B{75}{A characterization of semi-distributivity.}{\AU {\bf 5}, 72-75.}

\A{Davey B.A., Priestley H.A.}
\B{86}{Lattices of homomorphisms.}{\JAuMS {\bf 40}, 364-406.}
\B{87}{Generalized piggyback dualities and applications to Ockham algebras.}{\HJM {\bf 13}, 151-197.}
\B{89}{An Introduction to Lattices and Order.}{Cambridge University Press, Cambridge.}

\A{Davey B.A., Quackenbush R.W., Schweigert D.}
\B{88}{Monotone clones and the varieties they determine.}{La Trobe Univ. preprint.}

\A{Davey B.A., Rival I.}
\B{76}{Finite sublattices of three-generated lattices.}{\JAuMS {\bf 76}, 171-178.}
\B{82}{Exponents of lattice-ordered algebras.}{\AU {\bf 14}, 87-98.}

\A{Davey B.A., Sands B.}
\B{77}{An application of Whitman's condition to lattices with no infinite chains.}{\AU {\bf 7}, 171-178.}

\A{Davey B.A., Schumann V., Werner H.}
\B{88}{From subalgebras of the square to the discriminator.}{La Trobe Univ. preprint}

\A{Davey B.A., Werner H.}
\B{79}{Injectivity and Boolean powers.}{Math. Z. {\bf 166}, 205-223.}
\B{80}{Dualities and equivalences for varieties of algebras.}{Math. Schriften Kassel, Preprint 17/80.}
\B{81}{Distributivity of coproducts over products.}{\AU {\bf 12}, 387-394.}
\B{81a}{Dualities and equivalences for varieties of algebras. Appendix: Categorical foundations.}{Pure Math. Research Paper 81-1, La Trobe Univ., Melbourne.}
\B{83}{Dualities and equivalences for varieties of algebras.}{\CMSJB {\bf 33}, 101-275.}
\B{85}{Piggyback-dualit\"aten.}{\BAuMS {\bf 32}, 1-32.}
\B{86}{Piggyback-dualities.}{\CMSJB {\bf 43}, 61-83.}

\A{Davey B.A., Willard R.}
\B{01}{The dualisability of a quasi-variety is independent of the generating algebra.}{\AU {\bf 45}, 103-106.}

\A{David E.}
\B{02}{Ideals of quasi-ordered sets.}{\AU {\bf 47}, 95-102.}

\A{Davies R.O.}
\B{66}{Two theorems on essential variables.}{\JLMS {\bf 41}, 333-335.}

\A{Davis A.C.}
\B{55}{A characterization of complete lattices.}{\PJM {\bf 5}, 311-319.}

\A{Davis R.L.}
\B{53}{The number of structures of finite relations.}{\PAMS {\bf 4}, 486-495.}

\A{Day A.}
\B{69}{A characterization of modularity for congruence lattices of algebras.}{\CanMB {\bf 12}, 167-173.}
\B{70}{A simple solution of the word problem for lattices.}{\CanMB {\bf 13}, 253-254.}
\B{70a}{Injectivity in congruence distributive equational classes.}{Ph.D. Thesis, McMaster University.}
\B{70b}{Injectives in non-distributive equational classes of lattices are trivial.}{\AM {\bf 21}, 113-115.}
\B{71}{A note on congruence extension property.}{\AU {\bf 1}, 234-235.}
\B{72}{Injectivity in equational classes of algebras.}{\CanJM {\bf 24}, 209-220.}
\B{73}{The congruence extension property and subdirectly irreducible algebras - an example.}{\AU {\bf 3}, 229-237.}
\B{73a}{p-modularity implies modularity in equational classes.}{\AU {\bf 3}, 398-399.}
\B{75}{Splitting algebras and a weak notion of projectivity.}{\AU {\bf 5}, 153-162.}
\B{75a}{Filter monads, continuous lattices, and closure systems.}{\CanJM {\bf 27}, 50-59.}
\B{76}{Lattice conditions implying congruence modularity.}{\AU {\bf 6}, 291-303.}
\B{77}{Splitting lattices generate all lattices.}{\AU {\bf 7}, 163-170.}
\B{77a}{Splitting lattices and congruence-modularity.}{\CMSJB {\bf 17}, 57-71.}
\B{78}{Idempotents in the groupoid of all SP classes of lattices.}{\CanMB {\bf 21}, 499-501.}
\B{79}{Characterizations of finite lattices that are bounded homomorphic images or sublattice of free lattices.}{\CanJM {\bf 31}, 69-78.}
\B{80}{Equational theories of projective geometries.}{\CMSJB {\bf 33}, 227-316.}
\B{81}{In search of a Pappian lattice identity.}{\CanMB {\bf 24}, 187-198.}
\B{83}{On some geometrical properties defining classes of rings and varieties of modular lattices.}{\AU {\bf 17}, 21-33.}
\B{83a}{A lemma on projective geometries as modular and/or Arguesian lattices.}{\CanMB {\bf 26}, 283-290.}
\B{83b}{Geometrical applications in modular lattices.}{\LNM {\bf 1004}, 111-141.}
\B{83c}{A note on Arguesian lattices.}{Arch. Math. Brno {\bf 19}, 117-124.}
\B{85}{Some independence results in the co-ordinization of Arguesian lattices.}{\LNM {\bf 1149}, 37-45.}
\B{85a}{Applications of coordinatization in modular lattice theory: the legacy of J. von Neumann.}{Order {\bf 1}, 295-300.}
\B{86}{Dimension equations in modular lattices.}{\AU {\bf 22}, 14-26.}
\B{90}{A not on iterating W-repairs.}{Preprint.}
\B{92}{Doubling constructions in lattice theory.}{\CanMB {\bf 44}, 252-269.}
\B{92a}{The lattice theory of functional dependencies and normal decompositions.}{\IJAC {\bf 2}, 409-431.}
\B{94}{Congruence normality: the characterization of the doubling class of convex sets.}{\AU {\bf 31}, 397-406. Appendix by J. B. Nation}
\B{?1}{Projective geometry and modular lattices 1, 2.}{Lakehead Univ., Scriptum.}
\B{?2}{Varieties of Heyting algebras I, II.}{}
\B{?3}{Polin's non-modular congruence variety. (+ Corrigendum)}{}
\B{?5}{A lattice interpretation of database dependencies.}{Semantics of Programming languags and model theory (M.Droste and Yu.Gurevich eds.), Gordon and Brach, London.}
\B{?6}{Database dependencies and finitely presented lattices.}{}
\B{?7}{Applications of lattice theory in relational databases.}{}
\B{?8}{Limits of interval constructions in lattices.}{}

\A{Day A., Freese R.}
\B{80}{A characterization of identities implying congruence modularity I.}{\CanJM {\bf 32}, 1140-1167.}
\B{90}{The role of gluing in modular lattice theory.}{in: The Dilworth Theorems, Selected Papers of Robert P. Dilworth, Birkh\"auser, Basel, 251-260.}

\A{Day A., Gaskill H., Poguntke W.}
\B{79}{Distributive lattices with finite projective coves.}{\PJM {\bf 81}, 45-59.}

\A{Day A., Gumm H.P.}
\B{?1}{A commutator for universal algebra.}{}
\B{?2}{Some characterizations of the commutator.}{\AU.}

\A{Day A., Herrmann C.}
\B{88}{Gluings of modular lattices.}{Order {\bf 5}, 85-101.}

\A{Day A., Herrmann C., J\'onsson B., Nation J.B., Pickering D.}
\B{94}{Small non-Arguesian lattices.}{\AU {\bf 31}, 66-94.}

\A{Day A., Herrmann C., Wille R.}
\B{72}{On modular lattices with four generators.}{\AU {\bf 2}, 317-323.}

\A{Day A., Je\v zek J.}
\B{84}{The amalgamation property for varieties of lattices.}{\TAMS {\bf 286}, 251-256.}

\A{Day A., J\'onsson B.}
\B{85}{The structure of non-Arguesian lattices.}{\BAMS {\bf 13}, 157-159.}
\B{86}{A structural characterization of non-Arguesian lattices.}{Order {\bf 2}, 335-350.}
\B{87}{Non-Arguesian configurations in a modular lattice.}{\AS {\bf 51}, 309-318.}
\B{89}{Non-Arguesian configurations and gluings of modular lattices.}{\AU {\bf 26}, 208-215.}
\B{?}{On non-Arguesian modular lattices.}{}

\A{Day A., Kiss E.W.}
\B{87}{Frames and rings in congruence modular varieties.}{J. of Algebra {\bf 109}, 479-507.}

\A{Day A., Nation J.B.}
\B{82}{A note on finite sublattices of free lattices.}{\AU {\bf 15}, 90-94.}
\B{92}{Congruence normal covers of finitely generated lattice varieties.}{\CanMB {\bf 35}, 311-320.}

\A{Day A., Nation J.B., Tschantz S.}
\B{89}{Doubling convex sets in lattices and a generalized semidistributivity condition.}{Order {\bf 6}, 175-180.}

\A{Day A., Pickering D.}
\B{83}{The coordinatization of Arguesian lattices.}{\TAMS {\bf 278}, 507-522.}
\B{82}{A note on the Arguesian lattice identity.}{Proc. Visegrad Conference on Universal Algebra.}

\A{Day A., Stephan J.}
\B{90}{Congruence relations on incidence structures.}{Preprint.}

\A{Day A., Tschantz S.}
\B{85}{Lattice identities between type 1 and the Arguesian law.}{Unpublished.}

\A{Day B.J.}
\B{77}{Varieties of a closed category.}{\BAuMS {\bf 16}, 131-145.}

\A{Day G.W.}
\B{70}{Maximal chains in atomic Boolean algebras.}{\FM {\bf 67}, 293-296.}

\A{Dean R.A.}
\B{56}{Component subsets of the free lattice on n generators.}{\PAMS {\bf 7}, 220-226.}
\B{56a}{Completely free lattices generated by partially ordered sets.}{\TAMS {\bf 83}, 238-249.}
\B{61}{Sublattices of free lattices.}{\LT 31-42.}
\B{61a}{Coverings in free lattices.}{\BAMS {\bf 67}, 548-549.}
\B{64}{Free lattices generated by partially ordered sets and preserving bounds.}{\CanJM {\bf 16}, 136-148.}

\A{Dean R.A., Evans T.}
\B{69}{A remark on varieties of lattices and semigroups.}{\PAMS {\bf 21}, 394-396.}

\A{Dean R.A., Keller G.}
\B{68}{Natural partial orders.}{Canad. J. Math. {\bf 20}, 535-554.}

\A{Dean R.A., Oehmke R.H.}
\B{64}{Idempotent semigroups with distributive right congruence lattices.}{\PJM {\bf 14}, 1187-1209.}

\A{Dedekind R.}
\B{897}{\"Uber Zerlegungen von Zahlen durch ihre gr\"ossten gemeinsamen Teiler.}{Festschrift der Herzogl. technische Hochschule zur Naturforscher-Versammlung, Braunschweig. Reprinted in ``Gesammelte mathematische Werke'', Vol. 2, 
pp. 103--148, Chelsea, New York, 1968}
\B{00}{\"Uber die von drei Moduln erzeugte Dualgruppe.}{Math. Ann. {\bf 53}, 371-403.}

\A{Dehornoy P.}
\B{89}{Free distributive groupoids.}{J. Pure Appl. Algebra {\bf 61}, 123-146.}
\B{89a}{Sur la structure des gerbes libres.}{\CR {\bf 309}, 143-148.}
\B{93}{Structural monoids associated to equational varieties.}{\PAMS {\bf 117}, 293--304.}
\B{93a}{Groups with a complemented presentation.}{Univ. de Caen, Preprint.}
\B{93b}{The structure group for the associativity identity.}{Univ. de Caen, Preprint.}
\B{93c}{The naming problem for left distributivity.}{Lect. Notes Comp. Sci. {\bf 677}, 57-78.}
\B{94}{A normal form for the free left distributive law.}{\IJAC {\bf 4}, 499--528.}
\B{94a}{Braid groups and left distributive operations.}{\TAMS {\bf345}, 115--150.}
\B{94c}{Construction of left distributive operations.}{Univ. de Caen, Preprint.}
\B{95}{Transfinite braids and left distributive operations.}{Univ. de Caen, Preprint.}
\B{95a}{A quick algorithm for comparing braids.}{Univ. de Caen, Preprint.}
\B{95b}{An associative operation on monogenic left distributive systems.}{\CMUC {\bf 36}, 1-6.}
\B{95c}{Non commutative versions of the Burau representation.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 17}, 53-57.}
\B{95d}{From large cardinals to braids via distributive algebra.}{J. Knot Theory and its Ramifications {\bf 4}, 33-79.}
\B{96}{Weak faithfulness properties for the Burau representation.}{Topol. and Appl. {\bf 69}, 121-143.}
\B{96a}{The structure group for the associativity identity.}{J. Pure Appl. Algebra {\bf 111}, 59-82.}
\B{97}{On the syntactic algorithm for the word problem of left distributivity.}{\AU {\bf 37}, 191-222.}
\B{97a}{Free zeropotent left distributive systems.}{Univ. de Caen, Preprint.}
\B{97b}{Multiple left distributive systems.}{\CMUC {\bf 38}, 615-625.}
\B{97c}{Transfinite braids and left distributive operations.}{Math. Zeitschr. {\bf 228}, 405-433.}
\B{97d}{A fast method for comparing braids.}{Advances in Math. {\bf 125}, 200-235.}
\B{97e}{Groups with a complemented presentation.}{J. Pure Appl. Algebra {\bf 116}, 115-137.}
\B{98}{Gaussian groups are torsion free.}{\JA {\bf 210}, 291-297.}
\B{98a}{Zeropotent left distributive systems.}{Comm. in Algebra {\bf 26}, 1967-1978.}
\B{99}{Strange questions about braids.}{J. Knot Theory and its Ramifications {\bf 8}, 589-620.}
\B{99a}{A conjecture about conjugacy in free groups.}{Discuss. Math. {\bf 19}, 75-112.}
\B{99b}{Three-dimensional realizations of braids.}{\JLMS {\bf 60}, 108-132.}
\B{99c}{Action of braids on self-distributive systems.}{Survey.}
\B{00}{The fine structure of LD-equivalence.}{Advances in Math. {\bf 155}, 264-316.}
\B{00a}{On completeness of word reversing.}{Discrete Math {\bf 225}, 93-119.}
\B{00b}{Construction of self-distributive operations and charged braids.}{\IJAC {\bf 10}, 173-190.}
\B{?1}{Probl\`eme de mots dans les gerbes libres.}{Proc. des Journ\'ees Math\'ematiques-Informatique (Marseille 1989), Theoretical Computer Science (to appear).}
\B{?2}{An alternative proof of Laver's results on the algebra generated by elementary embeddings.}{preprint 1989.}
\B{?3}{Complete semigroup representations.}{Preprint.}
\B{?4}{Thin groups of fractions.}{Preprint.}
\B{02}{Study of an identity.}{\AU {\bf 48}, 223-248.}
\B{?6}{The group of self-distributivity is orderable.}{Preprint.}
\B{?7}{The geometry monoid of left self-distributivity.}{To appear in J. Pure Appl. Algebra.}

\A{Dehornoy P., Marzouk A.}
\B{98}{Theorem proving by chain resolution.}{Theor. Comp. Sci. {\bf 206}, 163-180.}

\A{Dehornoy P., Paris L.}
\B{99}{Gaussian groups and Garside groups: two generalizations of Artin groups.}{\PLMS {\bf 79}, 569-604.}

\A{Dekov D.V.}
\B{95}{Embeddability and the word problem.}{\JSL {\bf 60}, 1194-1198.}

\A{Delhomm\'e C.}
\B{99}{Projection properties and reflexive binary relations.}{\AU {\bf 41}, 255-281.}

\A{Deli\'c D.}
\B{01}{Solution to a problem of Kublanovsky and Sapir.}{\IJAC {\bf 11}, 489-495.}
\B{01a}{Finite bases for flat graph algebras.}{J. Algebra {\bf 246}, 453-469.}

\A{Demarr R.}
\B{64}{Common fixed points for isotone mappings.}{\CM {\bf 13}, 45-48.}

\A{Dembowski P.}
\B{?}{Finite geometries.}{Springer.}

\A{Demel J., Demlov\'a M., Koubek V.}
\B{85}{Fast algorithms constructing minimal subalgebras, congruences, and ideals in a finite algebra.}{Theoret. Comput. Sci. {\bf 36}, 203-216.}

\A{Dement'eva V.I.}
\B{71}{Paratopii sistem ortogonal'nykh kvazigrupp.}{\VTKL 48-62.}
\B{71a}{Usloviya zamykaniya v k-setyakh.}{\MI {\bf 6/4}, 56-74.}
\B{76}{Avtomorfizmy k-setej.}{\SiK 73-81.}

\A{Demetrovics J., Hann\'ak L.}
\B{79}{The cardinality of closed sets in pre-complete classes in k-valued logics.}{Acta Cybernetica {\bf 4}, 273-277.}
\B{83}{The number of reducts of a preprimal algebra.}{\AU {\bf 16}, 178-185.}
\B{?}{Construction of large sets of clones.}{\ZMLG 127-133.}

\A{Demetrovics J., Hann\'ak L., Marchenkov S. S.}
\B{80}{Some remarks on the structure of P3.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 2}, 215-219.}
\B{81}{On closed classes of selfdual functions in P3.}{\CMSJB {\bf 28}, 183-189.}

\A{Demetrovics J., Hann\'ak L., R\'onyai L.}
\B{81}{Almost all prime-element algebras with transitive automorphism groups are functionally complete.}{\CMSJB {\bf 28}, 191-201.}
\B{81a}{Prime element algebras with transitive automorphism groups.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 3}, 19-22.}
\B{82}{On the free spectra of maximal clones.}{C. R. Math. Rep. Acad. Sci. Canada.}

\A{Demetrovics J., Mal'cev I.A.}
\B{86}{On the depth of infinitely generated subalgebras of Post's iterative algebra $P_3$.}{\CMSJB {\bf 43}, 85-96.}
\B{?}{Essentially minimal TC-clones on three-element base set.}{}

\A{Demlov\'a M., Demel J., Koubek V.}
\B{82}{Simplicity of algebras requires to investigate almost all operations.}{\CMUC {\bf 23}, 325-335.}

\A{Demlov\'a M., Koubek V.}
\B{97}{Subdirectly dominated semigroup varieties.}{\AU {\bf 38}, 15-35.}

\A{Demuth O.}
\B{87}{A notion of semigenericity.}{\CMUC {\bf 28}, 71-84.}

\A{Demuth O., Ku\v cera A.}
\B{87}{Remarks on 1-genericity, semigenericity and related concepts.}{\CMUC {\bf 28}, 85-94.}

\A{Denecke K.}
\B{94}{Pre-solid varieties.}{Demonstratio Math. {\bf 27}, 741-750.}
\B{?}{Algebraische Klons.}{}

\A{Denecke K., Hounnon H.}
\B{02}{All solid varieties of semirings.}{J. Algebra {\bf 248}, 107-117.}

\A{Denecke K., Hyndman J., Wismath S.L.}
\B{00}{The Galois correspondence between subvariety lattices and monoids of hypersubstitutions.}{\DIS {\bf 20}, 21-36.}

\A{Denecke K., Koppitz J.}
\B{02}{Equational theories generated by hypersubstitutions of type (n).}{\IJAC {\bf 12}, 867-876.}

\A{Denecke K., Koppitz J., Marsza\l ek R.}
\B{98}{Derived varieties and derived equational theories.}{\IJAC {\bf 8}, 153-169.}

\A{Denecke K., Koppitz J., Wismath S.L.}
\B{02}{Solid varieties of arbitrary type.}{\AU {\bf 48}, 357-378.}

\A{Denecke K., Lau D., P\"oschel R., Schweigert D.}
\B{91}{Hyperidentities, hyperequational classes and clone congruences.}{\CGA\ {\bf 7}, 97-118.}

\A{Denecke K., L\"uders O.}
\B{95}{Category equivalences of clones.}{\AU {\bf 34}, 608-618.}

\A{Denecke K., Pibaljommee B.}
\B{05}{Clones of implicit operations.}{\AU {\bf 54}, 195-212.}

\A{Denecke K., Radelecki S., Ratanaprasert Ch.}
\B{05}{On constantive simple and order-primal algebras.}{Order {\bf 22}, 301-310.}

\A{Denecke K., Reichel M.}
\B{95}{Monoids of hypersubstitutions and M-solid varieties.}{\CGA\ {\bf 9}, 117-126.}

\A{Denecke K., Szab\'o L.}
\B{86}{Tolerance-free algebras having majority term functions and admitting no proper subalgebras.}{\CMSJB {\bf 43}, 97-107.}
\B{?}{Characterization of tolerance-free algebras having majority term functions and admitting no proper subalgebras.}{\CMSJB {\bf43}.}

\A{Denecke K., Wismath S.L.}
\B{00}{Hyperidentities and clones.}{Gordon {\&} Breach Sci. Publ., London.}
\B{03}{Valuations of terms.}{\AU {\bf 50}, 107-128.}
\B{04}{A characterization of k-normal varieties.}{\AU {\bf 51}, 395-409.}

\A{D\'enes J., Keedwell A.D.}
\B{72}{On P-quasigroups and decompositions of complete undirected graphs.}{J. Combin. Theory Ser B. {\bf 13}, 270-275.}
\B{74}{Latin squares and their applications.}{Akad\'emiai Kiad\'o, Budapest.}

\A{Dershowitz N.}
\B{87}{Termination of rewriting.}{In \Jou, 69--116.}
\B{89}{Rewriting techniques and applications.}{\LNCS {\bf 355}, Springer-Verlag, Berlin.}

\A{Dershowitz N., Jouannaud J.-P.}
\B{90}{Rewrite systems.}{Chapter 6, 243--320 in J.~van Leeuwen, ed., Handbook of Theoretical Computer Science, B: Formal Methods and Semantics. North Holland, Amsterdam 1990.}

\A{Dershowitz N., Jouannaud J.-P., Klop J.W.}
\B{91}{Open problems in rewriting.}{In R.V. Book (ed.): Rewriting techniques and applications. \LNCS {\bf 488}, 443--456.}

\A{Detlefs D., Forgaard R.}
\B{87}{A procedure for automatically proving the termination of a set of rewrite rules.}{In \Jou, 255-270.}

\A{Devid\'e V.}
\B{63}{On monotonous mappings of complete lattices.}{\FM {\bf 53}, 147-154.}

\A{Devillier C.G.}
\B{00}{When are all functions from a groupoid into itself endomorphisms or translations?}{Algebra Colloquium {\bf 7}, 99-104.}

\A{Diamond A.H., McKinsey J.C.C.}
\B{47}{Algebras and their subalgebras.}{\BAMS {\bf 53}, 959-962.}

\A{Dididze C. E.}
\B{68}{Svobodnye summy $\Omega$-algebr s ob''edinennoj $\Omega$-podalgebroj.}{Bull. Acad. Sci. Georgian SSR, 531-534.}

\A{Diener K.H.}
\B{56}{\"Uber zwei Birkhoff-Frinksche Strukturs\"atze der allemeinen Algebra.}{\AM {\bf 7}, 339-345.}
\B{66}{Order in absolutely free and related algebras.}{\CM {\bf 14}, 63-72.}
\B{69}{A remark on equational classes generated by very small free algebras.}{\AM {\bf 20}, 491-494.}

\A{Diener K.H., Gratzer G.}
\B{67}{A note on absolutely free algebras.}{\PAMS {\bf 18}, 551-553.}

\A{Diercks V., Ern\'e M., Reinhold J.}
\B{94}{Complements in lattices of varieties and equational theories.}{\AU {\bf 31}, 506-515.}

\A{Diestel R.}
\B{00}{Graph theory.}{Springer-Verlag, New York, 322 pp.}

\A{Dietrich B.}
\B{89}{Matroids and antimatroids---survey.}{Discrete Math. {\bf 78}, 223-237.}

\A{Dilworth R.P.}
\B{38}{Abstract residuation over lattices.}{\BAMS {\bf 44}, 262-268.}
\B{39}{Noncommutative residuated lattices.}{\TAMS {\bf 46}, 426-444.}
\B{39a}{Non-commutative arithmetic.}{Duke Math. J. {\bf 5}, 270-280.}
\B{40}{Lattices with unique irreducible decompositions.}{Ann. of Math. {\bf 41}, 771-777.}
\B{40a}{On complemented lattices.}{Tohoku Math. J. {\bf 47}, 18-23.}
\B{40b}{Note on complemented modular lattices.}{\BAMS.}
\B{41}{Ideals in Birkhoff lattices.}{\TAMS {\bf 49}, 325-353.}
\B{41a}{The arithmetical theory of Birkhoff lattices.}{Duke Math. J. {\bf 8}, 286-299.}
\B{44}{Dependence relations in a semi-modular lattice.}{Duke Math. J. {\bf 11}, 575-587.}
\B{45}{Lattices with unique complements.}{\TAMS {\bf 57}, 123-154.}
\B{46}{Note on the Kurosch-Ore theorem.}{\BAMS {\bf 52}, 659-663.}
\B{50}{A decomposition theorem for partially ordered sets.}{Ann. of Math. {\bf 51}, 161-166.}
\B{50a}{The structure of relatively complemented lattices.}{Ann. of Math. {\bf 51}, 348-359.}
\B{50b}{The normal completion of the lattice of continous functions.}{\TAMS {\bf 68}, 427-438.}
\B{54}{Proof of a conjecture on finite modular lattices.}{Ann. of Math. {\bf 60}, 359-364.}
\B{60}{Some combinatorial problems on partially ordered sets.}{Proc. Symp. Appl. Math. 10, AMS, Providence, R.I., 85-90.}
\B{61}{Structure and decomposition theory of lattices.}{\LT 3-16.}
\B{62}{Abstract commutative ideal theory.}{\PJM {\bf 12}, 481-498.}
\B{82}{The role of order in lattice theory.}{Proc. of the Banff Symposium on Ordered Sets, D. Reidel, Dordrecht, Holland.}
\B{84}{Aspects of distributivity.}{\AU {\bf 18}, 4-17.}
\B{90}{The Dilworth Theorems.}{Selected Papers of Robert P. Dilworth, eds K. Bogart, R. Freese, and J. Kung, Birkh\"auser, Basel.}

\A{Dilworth R.P., Crawley P.}
\B{60}{Decomposition theory for lattices without chain conditions.}{\TAMS {\bf 96}, 1-22.}

\A{Dilworth R.P., Freese R.}
\B{76}{Generators for lattice varieties.}{\AU {\bf 6}, 263-267.}

\A{Dilworth R.P., Gleason A.M.}
\B{62}{A generalized Cantor theorem.}{\PAMS {\bf 13}, 704-705.}

\A{Dilworth R.P., Greene C.}
\B{71}{A counterexample to the generalization of Sperner's theorem.}{J. Combin. Theory {\bf 10}, 18-21.}

\A{Dilworth R.P., Hall M.}
\B{44}{The embedding theorem for modular lattices.}{Ann. Math. {\bf 45}, 450-456.}

\A{Dilworth R.P., McLaughlin J.E.}
\B{52}{Distributivity in lattices.}{Duke Math. J. {\bf 19}, 683-693.}

\A{Dilworth R.P., Ward M.}
\B{39}{Residuated lattices.}{\TAMS {\bf 45}, 335-354.}

\A{Dixon P.G.}
\B{76}{Varieties of Banach algebras.}{Quart. J. Math. Oxford Ser. {\bf 27}, 481-487.}
\B{77}{Classes of algebraic systems defined by universal Horn sentences.}{\AU {\bf 7}, 315-339.}

\A{Dlab V.}
\B{66}{General algebraic dependence structures and some applications.}{\CM {\bf 14}, 265-273.}
\B{69}{Lattice representation of general algebraic dependence.}{Math. Systems Theory {\bf 3}, 289-299.}
\B{85}{A class of bounded hereditary Noetherian domains.}{J. Algebra {\bf 92}, 311-321.}

\A{Dobbertin H.}
\B{79}{A note on semigroups of ring endomorphisms.}{\AU {\bf 9}, 99-101.}
\B{83}{Refinement Monoids, Vaught Measures and Boolean Algebras.}{Math. Ann. {\bf 265}, 473-487.}
\B{86}{Vaught measures and their applications in lattice theory.}{J. of Pure and Applied Algebra {\bf 43}, 27-51.}
\B{?}{Commutative monoids with the Riesz interpolation property in lattice theory.}{Contemporary Mathematics, AMS, Providence R.I..}

\A{Dohoux M.}
\B{74}{Espaces vectoriels topologiques pr\'eordonn\'es.}{Inst. de Math., Universit\'e Catholique de Louvain.}

\A{Dobson E., Malni\v c A., Maru\v si\v c D., Nowitz L.A.}
\B{07}{Minimal normal subgroups of transitive permutation groups of square-free degree.}{\DM {\bf 307}, 373-385.}

\A{Dolinka I.}
\B{01}{On the lattice of varieties of involution semigroups.}{Semigroup Forum {\bf 62}, 438-459.}
\B{02}{Finite semigroups with slowly growing $p_n$-sequences. II.}{Acta Sci. Math. Szeged {\bf 68}, 83-94.}
\B{03}{Semigroup varieties with a small number of term operations.}{\AU {\bf 50}, 325-340.}
\B{03a}{Idempotent distributive semirings with involution.}{\IJAC {\bf 13}, 597-625.}

\A{Dolinka I., Markovi\'c P.}
\B{04}{The Berman conjecture is true for nilpotent extensions of regular semigroups.}{\AU {\bf 51}, 435-438.}

\A{Dolinka I., Vin\v ci\'c M.}
\B{03}{Involutorial P\l onka sums.}{\PMH {\bf 46}, 17-31.}

\A{Domanov O.I.}
\B{71}{Polugruppy vsekh chastichnykh avtomorfizmov universal'nykh algebr.}{\IV {\bf 8}(111), 52-58.}

\A{Doner J., Tarski A.}
\B{69}{An extended arithmetic of ordinal numbers.}{\FM {\bf 65}, 95-127.}

\A{Donnell W.}
\B{74}{A note on entropic groupoids.}{Port. math. {\bf 33}, 77-78.}

\A{Doraczy\'nska E.}
\B{74}{A complete theory of the midpoint operation.}{\BAPS {\bf 22}, 1195-1200.}

\A{D\"orge K.}
\B{51}{Bemerkung \"uber Elimination in beliebigen Mengen mit Operationen.}{Math. Nachr. {\bf 4}, 282-297.}

\A{D\"orge K., Schuff K. H.}
\B{53}{\"Uber Elimination in beliebigen Mengen mit allgemeinsten Operationen.}{Math. Nachr. {\bf 10}, 315-330.}

\A{Dorninger D., Eigenthaler G.}
\B{82}{On compatible and order-preserving functions on lattices.}{Universal algebra and applications, Banach Center Publications {\bf 9}, 97-104.}

\A{Doro S.}
\B{78}{Simple Moufang loops.}{Math. Proc. Cambridge Phil. Soc. {\bf 83}, 377-392.}

\A{Dorofeev G.V., Pchelincev S.V.}
\B{77}{O mnogoobraziyakh standartnykh i dostizhimykh algebr.}{\Sib {\bf 18}, 997-1001.}

\A{Do\v sen K., Petri\'c Z.}
\B{06}{Medial commutativity.}{Preprint, 1-27.}

\A{Dougherty R., Jech T.}
\B{97}{Left-distributive embedding algebras.}{}

\A{Dowling T.A., Wilson R.M.}
\B{74}{The slimmest geometric lattices.}{\TAMS {\bf 196}, 203-215.}
\B{75}{Whitney number inequalities for geometric lattices.}{\PAMS {\bf 47}, 504-512.}

\A{Doyen J., Herrmann C.}
\B{76}{Projective lines and n-distributivity.}{\CMSJB {\bf 14}, 45-50.}

\A{Doyen J., Rosa A.}
\B{73}{A bibliography and survey of Steiner systems.}{Bolletino U.M.I {\bf 7}, 392-419.}

\A{Dragomir P.}
\B{69}{Asupra unor proprietati ale quasigrupurilor.}{(O nekotorykh svojstvakh kvazigrupp.) An. Univ. Timisoara. Ser. sti. mat. {\bf 7/2}, 181-185.}

\A{Drake D.A.}
\B{70}{Coordinatization of H-planes by H-modules.}{Math. Z.}
\B{71}{Another note on Sperner's lemma.}{\CanMB {\bf 14}, 255-256.}

\A{Drake D., Hale M.P.,Jr.}
\B{77}{Group constructible (t,k)-nets and Hjelmslev planes.}{J. Algebra {\bf 48}, 321-331.}

\A{Dr\'apal A.}
\B{83}{On quasigroups rich in associative triples.}{Discrete Math. {\bf 44}, 251-265.}
\B{85}{Groupoids with non-associative triples on the diagonal.}{\CMJ {\bf 35}, 555-564.}
\B{93}{On a class of commutative groupoids determined by their associativity triples.}{\CMUC {\bf 34}, 199-201.}
\B{94a}{Homomorphisms of primitive left distributive groupoids.}{Commun. in algebra {\bf 22}, 2579-2592.}
\B{95}{On the semigroup structure of cyclic left distributive algebras.}{\SF {\bf 51}, 23-30.}
\B{95a}{Persistence of cyclic left distributive algebras.}{\JPAA {\bf 105}, 137-165.}
\B{96}{Multiplication groups of free loops I.}{\CMJ {\bf 46}, 121-131.}
\B{97}{Finite left distributive algebras with one generator.}{\JPAA {\bf 121}, 233-251.}
\B{97a}{Finite left distributive groupoids with one generator.}{\IJAC  {\bf 7}, 723-748.}
\B{99}{Monogenerated LD-groupoids and their defining relations.}{Discussiones Math. Algebra and Stoch. Methods {\bf 19}, 113-127.}
\B{01}{Multiplication groups of finite loops that fix at most two points.}{\JA {\bf 235}, 154-175.}
\B{01a}{Hamming distances of groups and quasi-groups.}{Discrete Math. {\bf 235}, 189-197.}
\B{02}{Multiplication groups of loops and projective semilinear transformations in dimension two.}{\JA {\bf 251}, 256-278.}
\B{?1}{Non-isomorphic 2-groups coincide at most in three quarters of their multiplication tables.}{}
\B{?2}{On a term rewriting system controlled by sequences of integers.}{}
\B{?3}{The entwining snake is reborn.}{}
\B{?4}{On multiplication groups of relatively free quasigroups isotopic to abelian groups.}{}
\B{04}{On multiplication groups of left conjugacy closed loops.}{\CMUC {\bf 45}, 223-236.}

\A{Dr\'apal A., Kepka T.}
\B{81}{A note on the number of associative triples in quasigroups isotopic to groups.}{\CMUC {\bf 22}, 735-743.}
\B{83}{Exchangeable partial groupoids I.}{\AUC {\bf 24}, 57-72.}
\B{85}{Sets of associative triples.}{Europ. J. Combinatorics {\bf 6}, 227-231.}
\B{85a}{Group distances of latin squares.}{\CMUC {\bf 26}, 275-283.}
\B{85b}{Exchangeable partial groupoids II.}{\AUC {\bf 26}, 3-9.}
\B{87}{Parity of orthogonal permutations.}{\CMUC {\bf 28}, 427-432.}
\B{89}{On a distance of groups and latin squares.}{\CMUC {\bf 30}, 621-626.}
\B{90}{Loops whose translations generate the alternating group.}{\CMJ {\bf 40}, 116-124.}
\B{97}{Groupoids and the associative law VIII. (Diagonally non-associative groupoids.)}{\AUC {\bf 38}, 23-37.}
\B{?}{The third level of homomorphisms in finite cyclic left distributive algebras.}{}

\A{Dr\'apal A., Je\v zek J., Kepka T.}
\B{97}{Groupoids and the associative law IX. (Associative triples in some classes of groupoids).}{\AUC {\bf 38/1}, 39--52.}

\A{Dr\'apal A., Kepka T., Mar\v s\'alek P.}
\B{94}{Multiplication groups of quasigroups and loops II.}{\AUC {\bf 35}, 9-29.}

\A{Dr\'apal A., Kepka T., Mus\'\i lek M.}
\B{94}{Group conjugation has non-trivial LD-identities.}{\CMUC {\bf 35}, 219-222.}

\A{Dra\v skovi\v cov\'a H.}
\B{71}{Permutability, distributivity of equivalence relations and direct products.}{\AFRC 3-12.}
\B{72}{On a generalization of permutable equivalence relations.}{\MCSAV {\bf 22}, 297-309.}
\B{72a}{External characterizations of subdirect representations of algebras.}{\AH {\bf 23}, 367-373.}
\B{73}{Permutability, distributivity of equivalence relations and direct products.}{\MCSAV {\bf 23}, 69-87.}
\B{73a}{Independence of equational classes.}{\MCSAV {\bf 23}, 125-135.}
\B{74}{On a representation of lattices by congruence relations.}{\MCSAV {\bf 24}, 69-75.}
\B{75a}{On a representation of lattices by congruence relations.}{\AFRC 3-4.}
\B{?}{Modular median algebras.}{}

\A{Drbohlav K.}
\B{71}{On certain decompositions in lattices.}{\AFRC 13-16.}
\B{71a}{On quasicovarieties.}{\AFRC 17-20.}
\B{65}{A categorical generalization of a theorem of G. Birkhoff on primitive classes of universal algebras.}{\CMUC {\bf 6}, 21-41.}
\B{80}{Remarks on tolerance semigroups.}{\CMUC {\bf 21}, 447-456.}
\B{81}{Remarks on tolerance algebras.}{\AUC {\bf 22}, 11-16.}

\A{Drbohlav K., Kepka T., N\v emec P.}
\B{85}{Associativity semihypergroups and related problems.}{Ipergruppi, altre strutture multivoche e loro appl. Udine, 75-86.}

\A{Drenski V.S.}
\B{74}{O tozhdestvakh v algebrakh Li.}{\AiL {\bf 13}, 265-290.}

\A{Droste M.}
\B{83}{Products of conjugacy classes of the infinite symmetric groups.}{Discrete Math. {\bf 47}, 35-48.}
\B{85}{Classes of universal words for the infinite symmetric groups.}{\AU {\bf 20}, 205-216.}

\A{Droste M., G\"obel R.}
\B{79}{On a theorem of Baer, Schreier and Ulam for permutations.}{J. Algebra {\bf 58}, 283-290.}
\B{81}{Products of conjugate permutations.}{\PJM {\bf 92}, 47-60.}

\A{Droste M., Kuske M., McKenzie R., P\"Oschel R.}
\B{01}{Complementary closed relational clones are not always Krasner clones.}{\AU {\bf 45}, 155-160.}

\A{Droste M., Shelah S.}
\B{?}{On the universality of systems of words in permutation groups.}{}

\A{Dube T.}
\B{06}{An algebraic view of weaker forms of realcompactness.}{\AU {\bf 55}, 187-202.}

\A{Dubickas A.}
\B{07}{On a sequence related to that of Thue-Morse and its applications.}{\DM {\bf 307}, 1082-1093.}

\A{Dubreil P.}
\B{46}{Alg\`ebre, Tome I, \'Equivalences, Op\'erations, Groupes, Anneaux, Corps.}{Gauthier-Villars, Paris.}
\B{54}{Les relations d'\'equivalence et leurs principales applications.}{Les conf\'erences du Palais de la D\'ecouverte, S\'erie A, No.194, Univ. de Paris.}
\B{64}{Endomorphismes.}{S\'eminaire Dubreil-Pisot, 18e ann\'ee, No.23.}
\B{69}{Sur le demi-groupe des endomorphismes d'une alg\`ebre abstraite.}{Atti Accad. Naz. Lincei Rend. Cl. Sci. Fis. Mat. Natur. {\bf 46}, 149-153.}

\A{Dubreil-Jacotin M.L., Lesieur L., Croisot R.}
\B{53}{Le\c cons sur la th\'eorie des treillis des structures alg\'ebriques ordonn\'ees et des treillis g\'eom\'etriques.}{Gauthier-Villars, Paris.}

\A{Duda J.}
\B{83}{A Mal'cev characterization of n-permutable varieties with directly decomposable congruences.}{\AU {\bf 16}, 269-274.}
\B{86}{Polynomial pairs characterizing principality.}{\CMSJB {\bf 43}, 109-122.}
\B{90}{Mal'cev-type theorems for partial congruences.}{\v Casop. p\v est. matem. {\bf 115}, 204-210.}

\A{Dudek J.}
\B{70}{Number of algebraic operations in idempotent groupoids.}{\CM {\bf 21}, 169-177.}
\B{71}{Number of polynomials in dependence preserving algebras.}{\CM {\bf 22}, 193-194.}
\B{71a}{Remarks on algebras having two bases of different cardinalities.}{\CM {\bf 22}, 197-200.}
\B{71b}{Binary minimal algebras.}{\AFRC 21-22.}
\B{71c}{A characterization of some idempotent groupoids.}{\BAPS {\bf 19}, 99-100.}
\B{74}{A characterization of some idempotent abelian groupoids.}{\CM {\bf 30}, 219-223.}
\B{76}{On non-associative groupoids.}{\CM {\bf 36}, 23-25.}
\B{81}{Some remarks on distributive groupoids.}{\CMJ {\bf 31}, 451-456.}
\B{81a}{Medial groupoids and Mersenne numbers.}{\FM {\bf 114}, 109-112.}
\B{84}{Varieties of idempotent commutative groupoids.}{\FM {\bf 120}, 193-204.}
\B{84a}{On binary polynomials in idempotent commutative groupoids.}{\FM {\bf 120}, 187-191.}
\B{86}{On the minimal extension of sequences.}{\AU {\bf 23}, 308-312.}
\B{86a}{Polynomial characterization of some idempotent algebras.}{\AS {\bf 50}, 39-49.}
\B{88}{A note on models of identities.}{\AU {\bf 25}, 400-401.}
\B{89}{Polynomials in idempotent commutative groupoids.}{Dissertationes Math. {\bf 286}, 1-55.}
\B{91}{The unique minimal clone with three essentially binary operations.}{\AU {\bf 27}, 201-209.}
\B{91a}{Medial idempotent groupoids I.}{\CMJ {\bf 41}, 249-259.}
\B{92}{On Cs\'ak\'any's problem concerning affine spaces.}{\AS {\bf 46}, 3-13.}
\B{94}{Medial idempotent groupoids II.}{\CGA {\bf 9}, Linz.}
\B{94}{On varieties of groupoid modes.}{Demonstratio Math. {\bf 27}, 815-818.}
\B{98}{Small idempotent clones I.}{\CMJ {\bf 48}, 105-118.}
\B{?2}{On universal algebras having bases of different cardinalities.}{}
\B{?3}{On the lattice of subvarieties of an idempotent variety.}{}

\A{Dudek J., Galuszka J.}
\B{05}{Theorems of idempotent commutative groupoids.}{Algebra Colloquium {\bf 12}, 11-30.}

\A{Dudek J., G\l azek K.}
\B{77}{Some remarks on weak automorphisms.}{\CMSJB {\bf 17}, 73-81.}
\B{81}{On commutative groupoids with semilattice operations.}{Simon Stevin {\bf 55}, 247-264.}

\A{Dudek J., Graczy\'nska E.}
\B{81}{The lattice of varieties of algebras.}{\BAPS {\bf 29}, 337-340.}

\A{Dudek J., Kisielewicz A.}
\B{91}{Idempotent algebras with log-linear free spectra.}{\AU {\bf 91}, 119-127.}

\A{Dudek J., P\l onka E.}
\B{71}{Weak automorphisms of linear spaces and of some other abstract algebras.}{\CM {\bf 22}, 201-208.}

\A{Dudek J., P\l onka J.}
\B{83}{On covering in lattices of varieties of algebras.}{\BAPS {\bf 31}, 1-4.}

\A{Dudek J., Romanowska A.}
\B{81}{Bisemilattices with four essentially binary polynomials.}{Preprint.}

\A{Dudek W.A., Zhang X.}
\B{98}{On ideals and congruences in bcc-algebras.}{\CMJ {\bf 48}, 21-29.}

\A{Duffin R.J., Pate R.S.}
\B{43}{An abstract theory of the Jordan-H\"older composition series.}{Duke Math. J. {\bf 10}, 743-750.}

\A{Duffus D.}
\B{82}{Matching in modular lattices.}{J. Combin. Theory, Ser. A {\bf 32}, 303-314.}
\B{84}{Powers of ordered sets.}{(Survey article) Order {\bf 1}, 83-92.}
\B{85}{Matching in modular lattices.}{Order {\bf 1}, 411-413.}

\A{Duffus D., Sands B.}
\B{03}{Finite distributive lattices and the splitting property.}{\AU {\bf 48}, 13-33.}

\A{Duffus D., Rival I.}
\B{78}{A logarithmic property for exponents of partially ordered sets.}{\CanJM {\bf 30}, 4797-807.}

\A{Duffus D., Rival I., J\'onsson B.}
\B{78}{Structure results for function lattices.}{\CanJM {\bf 30}, 392-400.}

\A{Duffus D., Sands B.}
\B{99}{An inequality for the sizes of prime filters of finite distributive lattices.}{Discrete Math. {\bf 201}, 89-99.}

\A{Dugas M., Gobel R.}
\B{01}{Automorphism groups of geometric lattices.}{\AU {\bf 45}, 425-433.}

\A{Dunn J.M., Belnap N.D.}
\B{68}{Homomorphisms of intensionally complemented distributive lattices.}{Math. Ann. {\bf 176}, 28-38.}

\A{D\"untsch I.}
\B{83}{A note on atomic Stone algebras.}{\AU {\bf 16}, 398-399.}

\A{Dupl\'ak J.}
\B{73}{ROT-quasigroups.}{Mat. \v cas. {\bf 23}, 223-230.}
\B{74}{O nekotorykh podstanovkakh medial'noj kvazigruppy.}{Mat. \v cas. {\bf 24}, 315-324.}
\B{76}{Rot-quasigroups as isotopes of Abelian groups.}{Math. Slovaca {\bf 26}, 287-298.}
\B{86}{Quasigroups determined by balanced identities of length $\le6$.}{\CMJ {\bf 36}, 599-616.}

\A{Duquenne V.}
\B{91}{On the core of finite lattices.}{Discrete Math. {\bf 88}, 133-147.}

\A{Dushnik B., Miller E.W.}
\B{41}{Partially ordered sets.}{Amer. J. Math. {\bf 63}, 600-610.}

\A{Duthie W. D.}
\B{42}{Segments of ordered sets.}{\TAMS {\bf 51}, 1-14.}

\A{Dvoskina O. B., Sapir M.V.}
\B{85}{O mnogoobraziyakh, porozhdennykh konechnymi polugruppami.}{XVIII Vsesoyuzn. algebraichesk. konf. TD Kishinev, ch.1, 158.}

\A{Dvure\v censkij A.}
\B{02}{Pseudo MV-algebras are intervals in l-groups.}{J. Aust. Math. Soc. {\bf 72}, 427-445.}

\A{Dvure\v censkij A., Vetterlein T.}
\B{02}{Algebras in the positive cone of po-groups.}{Order {\bf 19}, 127-146.}

\A{Dwinger Ph.}
\B{57}{Some theorems on universal algebras I, II.}{\NAW {\bf 60}, 182-189; 190-195.}
\B{58}{Some theorems on universal algebras III.}{\NAW {\bf 61}, 70-76.}
\B{61}{Retracts in Boolean algebras.}{\LT 141-151.}
\B{70}{The amalgamation problem from a categorical point of view.}{PCKingston, 190-210.}
\B{72}{Free Post algebras and coproducts of Post algebras.}{\BAPS {\bf 20}, 535-537.}
\B{79}{Classes of completely distributive complete lattices.}{Indag. Math. {\bf 41}, 411-423.}
\B{81}{Structure of completely distributive complete lattices.}{Indag. Math. {\bf 43}, 361-373.}
\B{82}{Characterization of the complete homomorphic images of a complete distributive lattice I.}{Indag. Math. {\bf 44}, 403-414.}
\B{83}{Characterization of the complete homomorphic images of a complete distributive lattice II.}{Indag. Math. {\bf 45}, 43-49.}
\B{85}{Unary operations on completely distributive complete lattices.}{\LNM {\bf 1149}, 46-81.}

\A{Dyrda K.}
\B{87}{None of the variety $E_n$, $n\ge 2$, is locally finite.}{Demonstratio Math. {\bf 20}, 215-219.}

\A{Dzhabbarzade V.M.}
\B{?1}{K voprosu o nezavisimoj baziruemosti mnogoobrazij.}{}
\B{?2}{O stroenii mnogoobrazij, kvazimnogoobrazij i predmnogoobrazij universal'nykh algebr.}{}

\A{Dziobiak W.}
\B{81}{A variety generated by a finite algebra with $2^{\aleph_0}$ subvarieties.}{\AU {\bf 13}, 148-156.}
\B{81a}{On infinite subdirectly irreducible algebras in locally finite equational classes.}{\AU {\bf 13}, 393-394.}
\B{85}{On subquasivariety lattices of semi-primal varieties.}{\AU {\bf 20}, 127-129.}
\B{85a}{On subquasivariety lattices of some varieties related with distributive p-algebras.}{\AU {\bf 21}, 62-67.}
\B{86}{On lattice identities satisfied in subquasivariety lattices.}{\AU {\bf 22}, 205-214.}
\B{87}{On atoms in the lattice of quasivarieties.}{\AU {\bf 24}, 32-35.}
\B{91}{Finite bases for finitely generated, relatively congruence distributive quasivarieties.}{\AU {\bf 28}, 303-323.}
\B{?1}{On atoms in Q-lattices.}{}
\B{90}{Relative congruence distributivity within quasivarieties of nearly associative $\Phi$-algebras.}{\FM {\bf 135}, 77-95.}
\B{?3}{On finding a finite set of quasiequational axioms for a finitely generated and relatively congruence distributive quasivariety of algebras.}{}
\B{89}{Finitely generated congruence distributive quasivarieties of algebras.}{\FM {\bf 133}, 47-57.}
\B{06}{Proof that Anvar's tree yields Willard terms.}{Preprint, 1-2.}

\A{Dziobiak W., Mar\'oti M., McKenzie R., Nurakunov A.}
\B{06}{The weak extension property and finite axiomatizability for quasivarieties.}{Preprint, 1-22.}

\A{Eastham J., Nemitz W.}
\B{75}{Density and closure in implicative semilattices.}{\AU {\bf 5}, 1-7.}

\A{Ebrahimi M.M.}
\B{83}{Equational compactness of sheaves of algebras on a Noetherian locale.}{\AU {\bf 16}, 318-330.}

\A{Ebrahimi M.M., Mahmoudi M.}
\B{02}{Flat and weakly flat projection algebras.}{\AU {\bf 48}, 479-484.}

\A{Eckmann B., Hilton P.J.}
\B{61}{Structure maps in group theory.}{\FM {\bf 50} (1961/62), 207-221.}
\B{62}{Group-like structures in general categories. I. Multiplications and comultiplications.}{Math. Ann. (1961/62), 227-255.}
\B{63}{Group-like structures in general categories. II.}{Equalizers, limits, lengths. Math. Ann. {\bf 151}, 150-186.}
\B{63a}{Group-like structures in general categories. III.}{Primitive categories. Math. Ann. {\bf 150}, 165-187.}

\A{Edelman P.H.}
\B{80}{Meet-distributive lattices and the antiexchange closure.}{\AU {\bf 10}, 290-299.}

\A{Edelman P.H., Jamison R.}
\B{85}{The theory of convex geometries.}{Geom. Dedicata {\bf 19}, 247-274.}

\A{Edgar G.A.}
\B{73}{The class of topological spaces is equationally definable.}{\AU {\bf 3}, 139-146.}
\B{74}{A completely divisible algebra.}{\AU {\bf 4}, 190-191.}

\A{Edmunds C.C.}
\B{77}{On certain finitely based varieties of semigroups.}{\SF {\bf 15}, 21-39.}
\B{80}{Varieties generated by semigroups of order four.}{\SF {\bf 21}, 67-81.}

\A{Eggleston H.G.}
\B{58}{Convexity.}{Cambridge Tracts in Math. and Math. Physics {\bf 47}, Cambridge University Press, Cambridge.}

\A{Egorova D.P., Skornyakov L.A.}
\B{77}{O strukture kongruencij unarnoj algebry.}{\UMR {\bf 4}, 28-40.}

\A{Ehrenfeucht A.}
\B{57}{On theories categorical in power.}{\FM {\bf 44}, 241-248.}
\B{65}{Elementary theories with models without automorphisms.}{The theory of models. Proc. 1963 Int. Symp. at Berkeley, North-Holland, 70-76.}
\B{73}{Polynomial functions with exponentiation are well ordered.}{\AU {\bf 3}, 261-262.}
\B{74}{Logic without iterations.}{\PTS 265-268.}

\A{Ehrenfeucht A., Faber V., Fajtlowicz S., Mycielski J.}
\B{73}{Representations of finite lattices as partition lattices on finite sets.}{\PHLT 17-35.}

\A{Ehrenfeucht A., Fajtlowicz S., Malitz J., Mycielski J.}
\B{80}{Some problems on the universality of words in groups.}{\AU {\bf 11}, 261-263.}

\A{Ehrenfeucht A., Fajtlowicz S., Mycielski J.}
\B{79}{Homomorphisms of direct powers of algebras.}{\FM {\bf 103}, 189-203.}

\A{Ehrenfeucht A., Fuhrken G.}
\B{71}{On models with undefinable elements.}{\MS {\bf 28}, 325-328.}

\A{Ehrenfeucht A., Mostowski A.}
\B{56}{Models of axiomatic theories admitting automorphisms.}{\FM {\bf 43}, 50-68.}

\A{Ehrenfeucht A., Silberger D.M.}
\B{76}{Universal and point universal terms.}{\BAPS {\bf 24}, 399-402.}
\B{77}{Decomposing a transformation with an involution.}{\AU {\bf 7}, 179-190.}
\B{80}{Universal terms of the form $B^nA^m$.}{\AU {\bf 10}, 96-116.}

\A{Ehresmann C.}
\B{63}{Structures quotient et cat\'egories quotient.}{\CR {\bf 256}, 5031-5034.}
\B{65}{Cat\'egories et Structures.}{Dunod, Paris.}
\B{?}{Introduction to the theory of structured categories.}{}

\A{Ehrig H., Mahr B.}
\B{85}{Fundamentals of algebraic specification 1.}{EATCS Monographs on Theor. Comp. Sci. {\bf 6}, Springer-Verlag, Berlin.}

\A{Ehrlich P.}
\B{88}{An alternative construction of Conway's ordered field No.}{\AU {\bf 25}, 7-16; errata p.233.}

\A{Eigenthaler G.}
\B{77}{On a generalization of a theorem of Gasch\"utz and its application to polynomial permutations.}{\CMSJB {\bf 29}.}
\B{77a}{On polynomial algebras.}{\CMSJB {\bf 17}, 83-99.}
\B{79}{On direct products of algebras of polynomials and polynomial functions.}{\CGA 83-96.}

\A{Eilenberg S.}
\B{74}{Automata, languages, and machines. A.}{Pure and Applied Mathematics, 59-A, Academic Press, New York.}
\B{76}{Automata, languages, and machines. B.}{Pure and Applied Mathematics, 59-B, Academic Press, New York.}

\A{Eilenberg S., Kelly G.M.}
\B{66}{Closed categories.}{\PCALJ, 421-562.}

\A{Eilenberg S., MacLane S.}
\B{45}{The general theory of natural equivalence.}{\TAMS {\bf 58}, 231-294.}

\A{Eilenberg S., Moore J.C.}
\B{65}{Adjoint functors and triples.}{Illinois J. Math. {\bf 9}, 381-398.}

\A{Eilenberg S., Sch\"utzenberger M.P.}
\B{76}{On pseudovarieties.}{Advances in Math. {\bf 19}, 413-418.}

\A{Eilenberg S., Wright J.B.}
\B{67}{Automata in general algebras.}{Information and Control {\bf 11}, 452-470.}

\A{Ekhad S.E., Zeilberger D.}
\B{97}{Proof of Conway's lost cosmological theorem.}{}

\A{Eklof P.C.}
\B{74}{Algebraic closure operators and strong amalgamation bases.}{\AU {\bf 4}, 89-98.}

\A{Elkhoury M.}
\B{82}{Ordre minimal des boucles de Moufang commutatives nilpotentes de classe 4.}{\CR {\bf 294/4}, 151-153.}

\A{Ellis R.}
\B{69}{Lectures on topological dynamics.}{Benjamin, New York.}

\A{El-Zahar M.H., Schmerl J.H.}
\B{84}{On the size of jump-critical ordered sets.}{Order {\bf 1}, 3-5.}

\A{Emde Boas P.van, Janssen T.M.V.}
\B{77}{The expressive power of intensional logic in the semantics of programming languages.}{Proc. 6th MFCS Symp., Lecture Notes on Computer Science {\bf 53}, 303-311.}

\A{Engeler E.}
\B{59}{Eine Konstruktion von Modellerweiterungen.}{\ZMLG {\bf 5}, 126-131.}
\B{59a}{A characterization of theories with isomorphic denumerable models.}{Notices AMS {\bf 6}, 161.}
\B{61}{Unendliche Formeln in der Modelltheorie.}{\ZMLG {\bf 7}, 154-160.}
\B{63}{A reduction-principle for infinite formulas.}{Math. Ann. {\bf 151}, 296-303.}
\B{65}{Combinatorial theorems for the constructions of models.}{The theory of models. Proc. 1963 Int. Symp. at Berkeley, North-Holland, 77-88.}
\B{66}{Categories of mapping filters.}{\PCALJ 247-253.}
\B{88}{Representation of varieties in combinatory algebra.}{\AU {\bf 25}, 85-95.}

\A{Engelking R.}
\B{65}{Cartesian products and dyadic spaces.}{\FM {\bf 57}, 287-304.}

\A{Ensor A.}
\B{97}{Algebraic coalitions.}{\AU {\bf 38}, 1-14.}
\B{99}{Algebraic coalitions: 2.}{\AU {\bf 41}, 121-141.}

\A{Epstein D.B.A., Sanders P.J.}
\B{00}{Knuth-Bendix for groups with infinitely many rules.}{\IJAC {\bf 10}, 539-589.}

\A{Epstein G.}
\B{60}{The lattice theory of Post algebras.}{\TAMS {\bf 95}, 300-317.}

\A{Epstein G., Horn A.}
\B{74}{P-algebras, an abstraction from Post algebras.}{\AU {\bf 4}, 195-206.}
\B{83}{Core points in double Heyting algebras and dissectable lattices.}{\AU {\bf 16}, 204-218.}

\A{Epstein G., Liu Y.}
\B{82}{Positive multiple-valued switching functions - an extension of Dedekind's problem.}{12-th Proceedings of the International Symposium on Multiple-valued Logic, Paris, 248-252.}

\A{Erd\"os P.}
\B{42}{Some set-theoretical properties of graphs.}{Univ. Nac. Tucum\'an. Revista A.3, 363-367.}

\A{Erd\"os P., Fajtlowicz S.}
\B{77}{On composition of polynomials.}{\AU {\bf 7}, 357-360.}

\A{Erd\"os P., Fried E., Hajnal A., Milner E.C.}
\B{72}{Some remarks on simple tournaments.}{\AU {\bf 2}, 238-245.}

\A{Erd\"os P., Hajnal A.}
\B{66}{On a problem of B. J\'onsson.}{\BAPS {\bf 14}, 19-23.}
\B{66a}{On chromatic number of graphs and set-systems.}{\AH {\bf 17}, 61-99.}

\A{Erd\"os P., Hajnal A., Milner E.C.}
\B{72}{Simple one-point extensions of tournaments.}{Mathematika {\bf 19}, 57--62.}

\A{Erd\"os P., Rado R.}
\B{56}{A partition calculus in set theory.}{\BAMS {\bf 62}, 427-489.}

\A{Erd\"os P., S\'ark\"ozy A.}
\B{?}{Some solved and unsolved problems in combinatorial number theory.}{}

\A{Ern\'e M.}
\B{83}{On the existence of decompositions in lattices.}{\AU {\bf 16}, 338-343.}
\B{88}{Weak distributive laws and their role in lattices of congruences and equational theories.}{\AU {\bf 25}, 290-321.}
\B{?}{Staircases and a congruence-theoretical characterization of vector spaces.}{Proceedings of the Lisbon Conference.}
\B{04}{Intervals in lattices of k-meet-closed subsets.}{Order {\bf 21}, 137-153.}

\A{Ern\'e M., \v Se\v selja B., Tepav\v cevi\'c A.}
\B{03}{Posets generated by irreducible elements.}{Order {\bf 20}, 79-89.}

\A{Ern\'e M., Wilke G.}
\B{83}{Standard completions for quasiordered sets.}{\SF {\bf 27}, 351-376.}

\A{Ershov Yu.L.}
\B{62}{Axiomatizable classes of models with infinite signature.}{(Russian) \AiL {\bf 1/4}, 32-44.}
\B{64}{Razreshimost' elementarnoj teorii distributivnykh struktur s otnositel'nymi dopolneniyami i teorii fil'trov.}{\AiL {\bf 3}, 17-38.}
\B{67}{On the elementary theory of Post varieties.}{\AiL {\bf 6}, 7-15.}
\B{74}{Theories of nonabelian varieties of groups.}{\PTS 255-264.}
\B{79}{Distributivnye reshetki s otnositel'nymi dopolneniyami.}{\AiL {\bf 18}, 680-722.}
\B{80}{Problemy razreshimosti i konstruktivnye modeli.}{M., Nauka.}
\B{00}{Svojstva reshetok, sokhranyayushchiesya pri svobodnykh proizvedeniyakh.}{\AiL {\bf 39}, 66-73.}
\B{06}{Rogers semilattices of finite partially ordered sets.}{Algebra and Logic {\bf 45}, 26-48.}

\A{Erwin D., Harary F.}
\B{06}{Destroying automorphisms by fixing nodes.}{\DM {\bf 306}, 3244-3252.}

\A{Etherington I.M.H.}
\B{49}{Non-associative arithmetics.}{Proc. Roy. Soc. Edin. {\bf 62}, 442-453.}
\B{58}{Groupoids with additive endomorphisms.}{\AMM {\bf 65}, 596-601.}
\B{63}{Note on quasigroups and trees.}{Proc. Edinburgh Math. Soc. {\bf 13}, 219-222.}
\B{64}{Quasigroups and cubic curves.}{Proc. Edinburgh Math. Soc. {\bf 14}, 273-291.}

\A{Evans T.}
\B{49}{Homomorphisms of non-associative systems.}{\JLMS {\bf 24}, 254-260.}
\B{50}{A note on the associative law.}{\JLMS {\bf 25}, 196-201.}
\B{51}{The word problem for abstract algebras.}{\JLMS {\bf 26}, 64-71.}
\B{51a}{On multiplicative systems defined by generators and relations. I. Normal form theorems.}{Proc. Cambridge Phil. Soc. {\bf 47}, 637-649.}
\B{52}{Embedding theorems for multiplicative systems and projective geometries.}{\PAMS {\bf 3}, 614-620.}
\B{53}{Embeddability and the word problem.}{\JLMS {\bf 28}, 76-80.}
\B{53a}{On multiplicative systems defined by generators and relations II.}{Monogenic loops. Proc. Cambridge Phil. Soc. {\bf 49}, 579-589.}
\B{54}{An embedding theorem for semigroups with cancellation.}{Amer. J. Math. {\bf 76}, 399-413.}
\B{56}{Some remarks on a paper by R. H. Bruck.}{\PAMS {\bf 7}, 246-256.}
\B{57}{Non-associative number theory.}{\AMM {\bf 64}, 299-309.}
\B{60}{Embedding incomplete latin squares.}{\AMM {\bf 67}, 958-961.}
\B{61}{A condition for a group to be commutative.}{\AMM {\bf 68}, 898-899.}
\B{61a}{Endomorphisms of abstract algebras.}{Proc. Royal Soc. Edinburgh {\bf 66} (1961-62), 53-64.}
\B{62}{Properties of algebras almost equivalent to identities.}{\JLMS {\bf 37}, 53-59.}
\B{63}{The isomorphism problem for some classes of multiplicative systems.}{\TAMS {\bf 109}, 303-312.}
\B{63a}{Abstract mean values.}{Duke Math. J. {\bf 30}, 331-348.}
\B{63b}{A decision problem for transformation of trees.}{\CanJM {\bf 15}, 584-590.}
\B{65}{A remark on a paper by Higman.}{Quart. J. Math. {\bf 16}, 191.}
\B{66}{A condition for a cancellation semigroup to be a group.}{\AMM {\bf 73}, 1104-1106.}
\B{67}{Products of points - some simple algebras and their identities.}{\AMM {\bf 74}, 362-372.}
\B{67a}{The spectrum of a variety.}{\ZMLG {\bf 18}, 213-218.}
\B{68}{The number of semigroup varieties.}{Quart. J. Math. {\bf 19}, 335-336.}
\B{69}{Finitely presented loops, lattices, etc. are hopfian.}{\JLMS {\bf 44}, 551-552.}
\B{69a}{Some connections between residual finiteness, finite embeddability, and the word problem.}{\JLMS {\bf 1}, 399-403.}
\B{69b}{An unsolvable problem concerning identities.}{\NDJFL {\bf 10}, 413-414.}
\B{69c}{Schreier varieties of semigroups.}{Math. Z. {\bf 112}, 296-299.}
\B{70}{Lattice-ordered loops and quasigroups.}{J. Algebra {\bf 16}, 218-226.}
\B{70a}{Residually finite semigroups of endomorphisms.}{\JLMS {\bf 2}, 719-721.}
\B{71}{The lattice of semigroup varieties.}{\SF {\bf 2}, 1-43.}
\B{71a}{Identical relations in loops I.}{\JAuMS {\bf 12}, 275-286.}
\B{72}{Residual finiteness and finite embeddability. A remark on a paper by Banaschewski and Nelson.}{\AU {\bf 2}, 397.}
\B{72a}{When is a functionally free algebra free? A remark on a problem of B. M. Schein.}{\SF {\bf 4}, 177-184.}
\B{72b}{Combinatorial universal algebra.}{Proc. Combin. Theory Conf., Memphis State Univ., 109-121.}
\B{73}{Latin cubes orthogonal to their transposes - a ternary analogue of Stein quasigroups.}{Aeq. Math. {\bf 9}, 296-297.}
\B{74}{Identities and relations in commutative Moufang loops.}{J. Algebra {\bf 31}, 508-513.}
\B{74a}{Some finitely based varieties of rings.}{\JAuMS {\bf 17}, 246-255.}
\B{75}{Algebraic structures associated with latin squares and orthogonal arrays.}{Proc. Conf. on Algebraic Aspects of Combinatorics, Univ. of Toronto, 31-52.}
\B{76}{The spectrum of a variety.}{\ZMLG {\bf 13}, 213-218.}
\B{76a}{The construction of orthogonal k-skeins and latin k-cubes.}{Aeq. Math. {\bf 14}, 485-491.}
\B{78}{An algebra has a solvable word problem if and only if it is embeddable in a finitely generated simple algebra.}{\AU {\bf 8}, 197-204.}
\B{78a}{Word problems.}{\BAMS {\bf 84}, 789-802.}
\B{78b}{Some solvable word problems.}{In Word Problems II. The Oxford Book. Adian, Boone and Higman, eds. Studies in Logic and the Found. of Math. {\bf 80}, North-Holland, Amsterdam, 87-100.}
\B{79}{Universal algebra and Euler's officer problem.}{\AMM {\bf 86}, 466-473.}
\B{81}{Some remarks on the general theory of clones.}{\CMSJB {\bf 28}, 203-244.}
\B{81a}{Universal-algebraic aspects of combinatorics.}{\CMSJB {\bf 29}, 241-266.}
\B{82}{Finite representations of two-variable identities or why are finite fields important in combinatorics?}{Algebraic and geometric combinatorics {\bf 65}, 135-141.}
\B{89}{Embedding and representation theorems for clones and varieties.}{\BAuMS {\bf 40}, 197-204.}

\A{Evans T., Dean R.A.}
\B{69}{A remark on varieties of lattices and semigroups...}{\PAMS {\bf 21}, 394-396.}

\A{Evans T., Francel M.}
\B{?}{Some connections between Steiner systems and self-conjugate sets of M.O.L.S.}{}

\A{Evans T., Ganter B.}
\B{83}{Varieties with modular subalgebra lattices.}{\BAuMS {\bf 28}, 247-254.}

\A{Evans T., Hardy L.}
\B{57}{Sheffer stroke functions in many-valued logics.}{ Portugaliae Math. {\bf 16}, 83-93.}

\A{Evans T., Hartman P.A.}
\B{83}{Varieties of lattice-ordered algebras.}{\AU {\bf 17}, 376-392.}

\A{Evans T., Hong D.X.}
\B{72}{The free modular lattice on four generators is not finitely presentable.}{\AU {\bf 2}, 284-285.}

\A{Evans T., Lindner C.C.}
\B{77}{Finite embedding theorems for partial designs and algebras.}{Les Presses de l'Universit\'e de Montr\'eal, 193pp.}

\A{Evans T., Mandelberg K.I., Neff M.F.}
\B{75}{Embedding algebras with solvable word problems in simple algebras - some Boone-Higman type theorems.}{Logic Colloquium '73 (Bristol 1973), Studies in Logic and Foundations of Math. {\bf 80}, North-Holland, Amsterdam, 259-277.}

\A{Evans T., Neumann B.H.}
\B{53}{On varieties of groupoids and loops.}{\JLMS {\bf 28}, 342-350.}

\A{Evans T., Schwartz P.B.}
\B{58}{On Slupecki T-functions.}{\JSL {\bf 23}, 267-270.}

\A{Evseev A.E.}
\B{?1}{Replichnaya polnota klassov chastichnykh gruppoidov.}{}
\B{?2}{Repliki chastichnykh gruppoidov.}{}

\A{Faber V., Laver R., McKenzie R.}
\B{78}{Coverings of groups by Abelian subgroups.}{\CanJM {\bf 30}, 933-945.}

\A{F\'abera J., Sturm T.}
\B{79}{Embedding of semilattices into distributive lattices.}{\CMJ {\bf 29}, 232-245.}

\A{Fagin R.}
\B{74}{Generalized first-order spectra and polynomial-time recognizable sets.}{Complexity of Computation (Proc. Sympos., New York, 1973), SIAM-AMS Proc., Vol. VII, AMS, 43-73.}
\B{75}{Monadic generalized spectra.}{\ZMLG {\bf 21}, 89-96.}

\A{Fa\"\i ss\'e R.}
\B{54}{Sur l'extension aux relations de quelques propri\'et\'es des ordres.}{Ann. Sci. \'Ecole Norm. Sup. {\bf 71}, 363-388.}

\A{Faigle U.}
\B{81}{Frink's theorem for modular lattices.}{Arch. Math. {\bf 36}, 179-182.}

\A{Faigle U., Herrmann C.}
\B{81}{Projective geometry on partially ordered sets.}{\TAMS {\bf 266}, 319-332.}

\A{Faigle V., Richter G., Stern M.}
\B{84}{Geometric exchange properties in lattices of finite length.}{\AU {\bf 19}, 355-365.}

\A{Fajtlowicz S.}
\B{66}{Properties of the family of independent subsets of a general algebra.}{\CM {\bf 14}, 225-231.}
\B{67}{On the exchange of independent sets in abstract algebras.}{\BAPS {\bf 15}, 765-767.}
\B{68}{A remark on independence in projective spaces.}{\CM {\bf 19}, 23-25.}
\B{69}{Birkhoff's theorem in the category of non-indexed algebras.}{\BAPS {\bf 17}, 273-275.}
\B{69a}{Families of independent sets in finite unary algebras.}{\CM {\bf 20}, 13-15.}
\B{70}{Algebras of homomorphisms.}{Rend. Mat. {\bf 3}, 523-527.}
\B{70a}{On algebraic operations in binary algebras.}{\CM {\bf 21}, 23-26.}
\B{71}{Equationally complete semigroups with involution.}{\AU {\bf 1}, 355-358.}
\B{71a}{n-dimensional dice.}{Rend. Mat. {\bf 4}, 855-865.}
\B{72}{Equationally complete semigroups with involution.}{\AU {\bf 1}, 355-358.}
\B{73}{Categoricity in varieties.}{(Abstract) Notices AMS {\bf 19}, A-435.}
\B{74}{Remark on centralizers.}{\AU {\bf 4}, 268.}
\B{77}{Duality for algebras.}{\CMSJB {\bf 17}, 101-112.}

\A{Fajtlowicz S., G\l azek K.}
\B{67}{Independence in separable variables algebras.}{\CM {\bf 17}, 221-224.}

\A{Fajtlowicz S., G\l azek K., Urbanik K.}
\B{66}{Separable variables algebras.}{\CM {\bf 15}, 161-171.}

\A{Fajtlowicz S., Holszty\'nski W., Mycielski J., W\c eglorz B.}
\B{68}{On powers of bases in some compact algebras.}{\CM {\bf 19}, 43-46.}

\A{Fajtlowicz S., Marczewski E.}
\B{69}{On some properties of the family of independent sets in abstract algebras.}{\CM {\bf 20}, 189-195.}

\A{Fajtlowicz S., Mycielski J.}
\B{74}{On convex linear forms.}{\AU {\bf 4}, 244-249.}

\A{Falconer E.}
\B{70}{Isotopy invariants in quasigroups.}{\TAMS {\bf 151}, 511-526.}
\B{71}{Isotopes of some special quasigroup varieties.}{\AH {\bf 22}, 73-79.}

\A{Fang J.}
\B{06}{Ockham algebras with double pseudocomplementation.}{\AU {\bf 55}, 277-292.}

\A{Farkas D.}
\B{75}{Idempotents in fully ordered rings.}{\AU {\bf 5}, 39-44.}

\A{Farley J.D.}
\B{99}{Ideals of Priestley powers of semilattices.}{\AU {\bf 41}, 239-254.}
\B{99a}{Cardinalities of infinite antichains in products of chains.}{\AU {\bf 42}, 235-238.}
\B{01}{Coproducts of bounded distributive lattices: cancellation.}{\AU {\bf 45}, 375-381.}

\A{F\'atima Fontes de Sousa Maria de}
\B{70}{Sur les orthomorphismes des quasi-groups.}{Rev. Fac. cienc. Univ. Lisboa, {\bf A13/2} (1970/71), 135-138.}

\A{Fattorosi-Barnaba M.}
\B{69}{Intorno ad alcuni operatori di chiusura sugli insiemi di leggi.}{Rend. Mat. {\bf 2}, 355-368.}
\B{73}{Un'osservazione sugli insiemi di identit\`a che generano classi equazionali equazionalmente complete.}{Rend. Mat. {\bf 6}, 131-137.}

\A{Fauknerov\'a J.}
\B{81}{A note on the finite extensivity property.}{\CMUC {\bf 22}, 137-143.}

\A{Fay T.H.}
\B{78}{On categorical conditions for congruences to commute.}{\AU {\bf 8}, 173-179.}

\A{Fearnley A.}
\B{07}{Clones on three elements preserving a binary relation.}{\AU {\bf 56}, 165-177.}

\A{Fearnley A., Rosenberg I.}
\B{03}{Collapsing monoids containing permutations and constants.}{\AU {\bf 50}, 149-156.}

\A{Fearnley-Sander D., Stokes T.}
\B{03}{Varieties of equality structures.}{\IJAC {\bf 13}, 463-480.}

\A{Feder T., Hell P., Huang J.}
\B{07}{The structure of bi-arc trees.}{\DM {\bf 307}, 393-401.}

\A{Federer H., J\'onsson B.}
\B{51}{Some properties of free groups.}{\TAMS {\bf 68}, 1-27.}

\A{Feferman S., Vaught R.L.}
\B{59}{The first order properties of products of algebraic systems.}{\FM {\bf 47}, 57-103.}

\A{Feigelstock S.}
\B{65}{A universal subalgebra theorem.}{\AMM {\bf 72}, 884-888.}

\A{Feit W.}
\B{83}{An interval in the subgroup lattice of a finite group which is isomorphic to $M_7$.}{\AU {\bf 17}, 220-221.}

\A{Fell J.M.G., Tarski A.}
\B{52}{On algebras whose factor algebras are Boolean.}{\PJM {\bf 2}, 297-318.}

\A{Felscher W.}
\B{65}{Zur Algebra unendlich langer Zeichenreihen.}{\ZMLG {\bf 11}, 5-16.}
\B{65a}{Adjungierte Funktoren und primitive Klassen. Sitzungsber.}{Heidelberger Akad. Wiss. Math. - nat. Kl., 1-65.}
\B{68}{Equational maps.}{Contributions to Math. Logic (Colloquium, Hannover, 1966), North-Holland, Amsterdam, 121-161.}
\B{68a}{Kennzeichnung von primitiven und quasiprimitiven Kategorien von Algebren.}{\AM {\bf 19}, 390-397.}
\B{69}{Birkhoffsche und kategorische Algebra.}{Math. Ann. {\bf 180}, 1-25.}

\A{Felscher W., Jarfe G.}
\B{68}{Free structures and categories.}{The theory of models. Proc. 1963 Int. Symp. at Berkeley, North-Holland, 427-428.}

\A{Felsner S., Fishburn P.C., Trotter W.T.}
\B{99}{Finite three dimensional partial orders which are not sphere orders.}{Discrete Math. {\bf 201}, 101-132.}

\A{Felsner S., Raghavan V., Spinrad J.}
\B{03}{Recognition algorithms for orders of small width and graphs of small Dilworth number.}{Order {\bf 20}, 351-364.}

\A{Fennemore C.F.}
\B{71}{All varieties of bands I, II.}{Math. Nachr. {\bf 48}, 237-252, 253-263.}
\B{71a}{All varieties of bands.}{\SF {\bf 1}, 172-179.}
\B{71b}{Characterization of bands satisfying no nontrivial identity.}{\SF {\bf 2}, 371-375.}

\A{Fenyves F.}
\B{67}{\v Srejerovo rasshirenie kvazigrupp.}{\PMD {\bf 14}, 35-44.}
\B{68}{Extra loops I.}{\PMD {\bf 15}, 235-238.}
\B{68a}{Kv\'azicsoportok B\"ov\'\i t\'eselm\'elete.}{(Teoriya rasshirenij kvazigrupp.) Mat. lapok {\bf 19}, 117-133.}
\B{69}{Extra loops II. On loops with identities of Bol-Moufang type.}{\PMD {\bf 16}, 187-192.}

\A{Ferenczi M.}
\B{86}{On the connection of cylindrical homomorphisms and point functions for $Crs_\alpha$'s.}{\CMSJB {\bf 43}, 123-141.}

\A{Ferenczi M., S\'agi G.}
\B{06}{On some development in the representation theory of cylindric-like algebras.}{\AU {\bf 55}, 345-353.}

\A{Ferenczi S.}
\B{99}{Complexity of sequences and dynamical systems.}{Discrete Math. {\bf 206}, 145-154.}

\A{Ferrero G., Suppa A.}
\B{71}{Sistemi, anelloidi e funzioni di Steiner.}{Atti Semin. mat. e fis. Univ. Modena {\bf 20/2}, 272-280.}

\A{Fichtner K.}
\B{68}{Mnogoobraziya universal'nykh algebr s idealami.}{Mat. Sb. {\bf 75}, 445-453.}
\B{68a}{K teorii mnogoobrazij universal'nykh algebr s idealami.}{Mat. Sb. {\bf 77}, 125-135.}
\B{68b}{On the theory of varieties of universal algebras with ideals.}{Math. USSR Sbornik {\bf 6}, 115-124.}
\B{70}{Eine Bemerkung \"uber Mannigfaltigkeiten universeller Algebren mit Idealen.}{Monatsb. Deutsch. Akad. Wiss. Berlin {\bf 12}, 21-25.}
\B{72}{Distributivity and modularity in varieties of algebras.}{\AS {\bf 33}, 343-348.}

\A{Figallo A.V.}
\B{96}{Free monadic Tarski algebras.}{\AU {\bf 35}, 141-150.}

\A{Filippov N.D.}
\B{66}{Proektirovaniya struktur.}{Mat. sb. {\bf 70}, 36-54.}

\A{Finch P.D.}
\B{69}{On the structure of quantum logic.}{\JSL {\bf 34}, 275-282.}

\A{Findlay G.D.}
\B{60}{Reflexive homomorphic relations.}{\CanMB {\bf 3}, 131-132.}

\A{Finkbeiner D.T.}
\B{51}{A general dependence relation for lattices.}{\PAMS {\bf 2}, 756-759.}
\B{60}{Irreducible congruence relations on lattices.}{\PJM {\bf 10}, 813-821.}
\B{60a}{A semimodular imbedding of lattices.}{\CanJM {\bf 12}, 582-591.}

\A{Finn V., Grigolija R.}
\B{80}{Bochvar's algebras and corresponding propositional calculi.}{\BSL {\bf 9}, 39-45.}

\A{Fiorini S., Fishburn P.C.}
\B{03}{Extendability of cyclic orders.}{Order {\bf 20}, 151-171.}

\A{Fischer B.}
\B{64}{Distributive Quasigruppen endlicher Ordnung.}{Math. Z. {\bf 83}, 267-303.}

\A{Fischermann M., Knoben W., Kremer D., Rautenbach D.}
\B{04}{The number of shared upper bounds determine a poset.}{Order {\bf 21}, 131-135.}

\A{Fishburn P.C., Trotter W.T.}
\B{99}{Split semiorders.}{Discrete Math. {\bf 195}, 111-126.}

\A{Fisher E.R.}
\B{77}{Vop\v enka's principle, category theory, and universal algebra.}{(Abstract) Notices AMS {\bf 24}, A-44.}

\A{Fisher M.}
\B{61}{A three valued calculus for deontic logic.}{Teoria {\bf 27}, 107-118.}

\A{Fla\v ska V., Je\v zek J., Kepka T.}
\B{07}{Transitive closures of binary relations I.}{\AUC {\bf 48}, 55--69.}
\B{07}{Transitive closures of binary relations II.}{\AUC {\bf 48}, 71--80.}

\A{Fla\v ska V., Kepka T.}
\B{06}{Commutative zeropotent semigroups.}{\AUC {\bf 47}, 3-14.}

\A{Fleischer I.}
\B{55}{A note on subdirect products.}{\AH {\bf 6}, 463-465.}
\B{62}{Sur le probleme d'application universelle de M. Bourbaki.}{\CR {\bf 254}, 3161-3163.}
\B{63}{Elementary properties of inductive limits.}{\ZMLG {\bf 9}, 347-350.}
\B{66}{A note on universal homogeneous models.}{\MS {\bf 19}, 183-184.}
\B{75}{On extending congruences from partial algebras.}{\FM {\bf 88}, 11-16.}
\B{76}{Embedding a semilattice in a distributive lattice.}{\AU {\bf 6}, 85-86.}
\B{76a}{Concerning my note on universal homogeneous models.}{\MS {\bf 38}, 24.}
\B{81}{Abstract characterization for the automorphism group acting on the subalgebra lattice.}{\AU {\bf 12}, 256-257.}
\B{83}{Subdirect decomposability into irreducibles.}{\AU {\bf 16}, 261-263.}
\B{87}{Subdirect products of totally ordered BCK-algebras.}{\JA {\bf 111}, 384-387.}
\B{?1}{Extending a partial equivalence to a congruence and relative embedding in universal algebras.}{\FM}
\B{?2}{Equational classes of partial algebras.}{}

\A{Fleischer I., Rosenberg I.G.}
\B{78}{The Galois connection between partial functions and relations.}{\PJM {\bf 79}, 93-98.}

\A{Fleischer V.}
\B{74}{On endomorphisms of free polygons.}{(Russian) Acta Comm. Univ. Tartu {\bf 13}, 189-205.}
\B{75}{Determinability of a free polygon by its endomorphism semigroup.}{(Russian) Acta Comm. Univ. Tartu {\bf 16}, 27-41.}
\B{77}{Projective and injective varieties of abelian $\Omega$-algebras.}{\CMSJB {\bf 17}, 113-132.}

\A{Fletcher R.}
\B{91}{Unique path property digraphs.}{Thesis, Emory Univ.}
\B{94}{Greatest midpoint groupoids and tournaments.}{Congressus Numerantium {\bf 105}, 3-25.}

\A{Florya I.A.}
\B{65}{Kvazigruppy Bola.}{\IsOA. Kishinev, 136-154.}
\B{65a}{Lupy s odnostoronnej obratimost'yu.}{\BASM {\bf 7}, 68-79.}
\B{68}{Kvazigruppy s nepustym distributantom.}{\IsOA\ Vyp.I, Kishinev, 88-101.}
\B{71}{O F-kvazigruppakh so svojstvom obratimosti.}{\VTKL 156-165.}
\B{73}{Ob odnom klasse F-kvazigrupp so svojstvom obratimosti.}{Issled. po teorii kvazigrupp i lup. Kishinev, Shtiinca, 174-186.}
\B{76}{Svyaz' levotranzitivnykh kvazigrupp s kvazigruppami Bola.}{\SiK 203-215.}

\A{Florya I.A., Ursul M.I.}
\B{71}{F-kvazigruppy so svojstvom obratimosti (IPF-kvazigruppy).}{\VTKL 145-156.}

\A{Fofanova T.S.}
\B{75}{Obshchaya teoriya reshetok.}{\UMR {\bf 3}, 22-40.}
\B{77}{O proektivnosti poligonov nad distributivnymi strukturami.}{\UMR {\bf 4}, 122-129.}

\A{Fokkink W., Pol J.van de, Vijay S.}
\B{04}{Which two-sorted algebras of booleans and naturals have a finite basis?}{\AU {\bf 52}, 469-485.}

\A{Foldes S.}
\B{99}{On automorphism groups of graphs and distributive lattices.}{\AU {\bf 41}, 115-120.}

\A{Font J.M., Jansana R., Pigozzi D.A.}
\B{03}{A survey of abstract algebraic logic.}{Abstract algebraic logic, Part II (Barcelona, 1997), Studia Logica {\bf 74}, 13-17.}

\A{Fook L.}
\B{76}{The devil and the angel of loops.}{\PAMS {\bf 54}, 32-34.}

\A{Forrest W.K.}
\B{77}{Model theory for universal classes with the amalgamation property: a study in the foundations of model theory and algebra.}{Ann. Math. Logic {\bf 11}, 263-366.}

\A{Fortenbacher A.}
\B{87}{An algebraic approach to unification under associativity and commutativity.}{In \Jou, 381-397.}

\A{Fortunatov V.A.}
\B{74}{Mnogoobraziya sovershennykh algebr.}{Issled. po algebre, No.4, ISU, 110-114.}
\B{75}{O reshetke podmnogoobrazij mnogoobraziya polugrupp, zadavaemogo tozhdestvom $(xy)^nx=x$.}{Vsesoyuzn. algebraichesk. simpozium, Tezisy dokladov, Gomel', ch.2, 460.}

\A{Fossorier M., Je\v zek J., Nation J.B., Pogel A}
\B{04}{Ordinary graphs and subplane decompositions.}{Discrete Math. {\bf 282}, 137-148.}

\A{Foster A.L.}
\B{45}{The idempotent elements of a commutative ring form a Boolean algebra; ring duality and transformation theory.}{Duke Math. J. {\bf 12}, 143-152.}
\B{49}{On the permutational representation of general sets of operations by partition lattices.}{\TAMS {\bf 66}, 366-388.}
\B{53}{Generalized "Boolean" theory of universal algebras. Part I: Subdirect sums and normal representation theorem.}{Math. Z. {\bf 58}, 306-336.}
\B{53a}{Generalized "Boolean" theory of universal algebras. Part II: Identities and subdirect sums in functionally complete algebras.}{Math. Z. {\bf 59}, 191-199.}
\B{55}{The identities of - and unique subdirect factorization within - classes of universal algebras.}{Math. Z. {\bf 62}, 171-188.}
\B{56}{On the finiteness of free (universal) algebras.}{\PAMS {\bf 7}, 1011-1013.}
\B{56a}{Ideals and their structure in classes of operational algebras.}{Math. Z. {\bf 65}, 70-75.}
\B{57}{The generalized Chinese remainder theorem for universal algebras; subdirect factorization.}{Math. Z. {\bf 66}, 452-469.}
\B{59}{An existence theorem for functionally complete universal algebras.}{Math. Z. {\bf 71}, 69-82.}
\B{59a}{On the imbeddability of universal algebras in relation to their identities I.}{Math. Ann. {\bf 138}, 219-238.}
\B{61}{Functional completeness in the small. Algebraic structure theorems and identities.}{Math. Ann. {\bf 143}, 29-58.}
\B{62}{Generalized equational maximality and primal-in-the-small algebras.}{Math. Z. {\bf 79}, 127-146.}
\B{62a}{Functional completeness in the small II. Algebraic cluster theorem.}{Math. Ann. {\bf 148}, 173-191.}
\B{66}{Families of algebras with unique (sub-) direct factorization. Equational characterization of factorization.}{Math. Ann. {\bf 166}, 302-326.}
\B{67}{Semi-primal algebras: Characterization and normal-decomposition.}{Math. Z. {\bf 99}, 105-116.}
\B{68}{Algebraic function spectra.}{Math. Z. {\bf 106}, 225-244.}
\B{68a}{Pre-fields and universal algebraic extensions; equational precessions.}{Monatsh. Math. {\bf 72}, 315-324.}
\B{69}{Automorphisms and functional completeness in universal algebras I. General automorphisms, structure theory and characterization.}{Math. Ann. {\bf 180}, 138-169.}
\B{70}{Congruence relations and functional completeness in universal algebras; structure theory of hemi-primals I.}{Math. Z. {\bf 113}, 293-308.}
\B{70a}{Homomorphisms and functional completeness. Hemi-primal algebras II.}{Math. Z. {\bf 115}, 23-32.}
\B{71}{Functional completeness and automorphisms. General infra-primal theory and universal algebra "fields" of Galois-class. I.}{Monatsh. Math. {\bf 75}, 303-315.}
\B{72}{Functional completeness and automorphisms. General infra-primal theory and universal algebra "fields" of Galois-class. II.}{Monatsh. Math. {\bf 76}, 226-238.}

\A{Foster A.L., Pixley A.F.}
\B{64}{Semi-categorical algebras I. Semi-primal algebras.}{Math. Z. {\bf 83}, 147-169.}
\B{64a}{Semi-categorical algebras II.}{Math. Z. {\bf 85}, 169-184.}
\B{66}{Algebraic and equational semi-maximality; equational spectra. I.}{Math. Z. {\bf 92}, 30-50.}
\B{66a}{Algebraic and equational semi-maximality. Equational spectra. II.}{Math. Z. {\bf 94}, 122-133.}
\B{71}{Total algebras and weak independence. I.}{Math. Z. {\bf 123}, 93-104.}
\B{72}{Total algebras and weak independence. II.}{Math. Z. {\bf 125}, 271-284.}

\A{Fountain J., Gould V.}
\B{04}{Endomorphisms of relatively free algebras with weak exchange properties.}{\AU {\bf 51}, 257-285.}

\A{Fountain J., Lewin A.}
\B{92}{Products of idempotent endomorphisms of an independence algebra of finite rank.}{Proc. Edinburgh Math. Soc. {\bf 35}, 493-500.}
\B{93}{Products of idempotent endomorphisms of an independence algebra of infinite rank.}{Math. Proc. Cambridge Phil. Soc. {\bf 114}, 303-319.}

\A{Fox C.D.}
\B{83}{On the Scrimger varieties of lattice-ordered groups.}{\AU {\bf 16}, 163-166.}

\A{Foxley E.}
\B{62}{The determination of all Sheffer functions in 3-valued logic, using a logical computer.}{NDJFL {\bf 3}, 41-50.}

\A{Fragnito N., Zirilli F.}
\B{?}{Su certi n-quasigruppi semisimmetrici mediali e su una classe di soluzioni della congruenza $(-n)^x\equiv 1(mod x)$.}{Rend. mat. e applic. {\bf 2/1}, 79-98.}

\A{Fra\"\i ss\'e R.}
\B{49}{Sur une classification des syst\`emes de relations faisant intervenir les ordinaux transfinis.}{\CR {\bf 228}, 1682-1684.}
\B{50}{Sur les types de polyrelations et sur une hypoth\`ese d'origine logistique.}{\CR {\bf 230}, 1557-1559.}
\B{50a}{Sur une nouvelle classification des syst\`emes de relations.}{\CR {\bf 230}, 1022-1024.}
\B{51}{Sur la signification d'une hypoth\`ese de la th\'eorie des relations, du point de vue du calcul logique.}{\CR {\bf 232}, 1793-1795.}
\B{54}{Some elementary properties of universal classes.}{\BAMS {\bf 60}, 396.}
\B{54a}{Sur les rapports entre la th\'eorie des relations et la s\'emantique au sens de A. Tarski.}{Applications scientifiques de la logique math\'ematique, Colloque de logique math\'ematique Paris 95.}
\B{54b}{Sur l'extension aux relations de quelques propri\'et\'es des ordres.}{Ann. Sci. \'Ecole Norm. Sup. {\bf 71}, 363-388.}
\B{54c}{Sur quelques classifications des syst\`emes de relations.}{Publ. Sci. Univ. Alger. A {\bf 1}, 35-182.}
\B{55}{Sur quelques classifications des relations, bas\'ees sur des isomorphismes restreints.}{Publ. Sci. Univ. Alger. A {\bf 2}, 15-60.}
\B{55a}{Sur quelques classifications des relations, bas\'ees sur des isomorphismes restreints II. Application aux relations d'ordre, et construction d'exemples montrant que ces classifications sont distinctes.}{Publ. Sci. Univ. Alger. A {\bf 2}, 273-295.}
\B{56}{Application des $\gamma$-op\'erateurs au calcul logique du premier echelon.}{\ZMLG {\bf 2}, 76-92.}
\B{65}{A hypothesis concerning the extension of finite relations and its verification for certain special cases. First part.}{The theory of models. Proc. 1963 Int. Symp. at Berkeley, North-Holland, 96-106.}

\A{Franchello J.D.}
\B{78}{Sublattices of free products of lattice ordered groups.}{\AU {\bf 8}, 101-110.}

\A{Franci R.}
\B{71}{Estensioni semigruppali.}{Ann. Univ. Ferrara Sez. VII {\bf 16}, 45-53.}
\B{72}{Estensioni semigruppali ed estensioni booleane.}{Boll. Un. Mat. Ital. {\bf 5}, 418-425.}
\B{73}{Una nota sulle classi ideali.}{Boll. Un. Mat. Ital. {\bf 7}, 429-439.}
\B{76}{Filtral and ideal classes of universal algebras.}{Quaderni dell'Istituto de Matematica dell'Universit\`a de Siena. Istituto de Matematica, Universit\`a degli Studi di Siena, Siena.}

\A{Franci R., Toti-Rigatelli L.}
\B{69}{Sulla varieta dei reticoli distributivi.}{Ann. Univ. Ferrara Sez. VII {\bf 14}, 23-27.}

\A{Frank T.S.}
\B{67}{On groups, quasi- and otherwise.}{\AMM {\bf 74}, 938-942.}

\A{Fraser G.A.}
\B{78}{The tensor product of semilattices.}{\AU {\bf 8}, 1-3.}

\A{Fraser G.A., Horn A.}
\B{70}{Congruence relations in direct products.}{\PAMS {\bf 26}, 390-394.}

\A{Frayne T., Morel A.C., Scott D.S.}
\B{62}{Reduced direct products.}{\FM {\bf 51} (1962/63), 195-228.}

\A{Freese R.}
\B{72}{Varieties generated by modular lattices of width four.}{\BAMS {\bf 78}, 447-450.}
\B{73}{Breadth two modular lattices.}{\PHLT 409-451.}
\B{74}{An application of Dilworth's lattice of maximal antichains.}{Discrete Math. {\bf 7}, 107-109.}
\B{75}{Ideal lattices of lattices.}{\PJM {\bf 57}, 125-133.}
\B{75a}{Congruence lattices of finitely generated modular lattices.}{in: Proceedings of the Ulm Lattice Theory Conference, Ulm, 62-70.}
\B{76}{Planar sublattices of FM(4).}{\AU {\bf 6}, 69-72.}
\B{76a}{Minimal modular congruence varieties, \#76T-A181.}{Notices AMS {\bf 23}.}
\B{77}{The structure of modular lattices of width four with applications to varieties of lattices.}{Memoirs AMS {\bf 181}.}
\B{77a}{Some varieties of modular lattices not generated by their finite dimensional members.}{\CMSJB {\bf 17}, 133-144.}
\B{79}{The variety of modular lattices is not generated by its finite members.}{\TAMS {\bf 255}, 277-300.}
\B{79a}{Projective geometries as projective modular lattices.}{\TAMS {\bf 251}, 329-342.}
\B{80}{Free modular lattices.}{\TAMS {\bf 261}, 81-91.}
\B{82}{Some order theoretic questions about free lattices and free modular lattices.}{Proc. of the Banff Symposium on Ordered Sets. D. Reidel Publ. Comp., Holland, 355-377.}
\B{83}{Subdirectly irreducible algebras in modular varieties.}{\LNM {\bf 1004}, 142-152.}
\B{84}{On J\'onsson's theorem.}{\AU {\bf 18}, 70-76.}
\B{85}{Connected components of the covering relation in free lattices.}{\LNM {\bf 1149}, 82-93.}
\B{87}{Free lattice algorithms.}{Order {\bf 3}, 331-344.}
\B{87a}{A decomposition theorem for modular lattices containing an $n$-frame.}{\AS {\bf 51}, 57-71.}
\B{89}{Finitely presented lattices: canonical forms and the covering relation.}{\TAMS {\bf 312}, 841-860.}
\B{90}{On the two kinds of probability in algebra.}{\AU {\bf 27}, 70-79.}
\B{94}{Directions in lattice theory.}{\AU {\bf 31}, 416-429.}
\B{94a}{Finitely based modular congruence varieties are distributive.}{\AU {\bf 32}, 104-114.}
\B{97}{Computing congruence lattices of finite lattices.}{\PAMS {\bf 125}.}
\B{?1}{Finitely presented lattices: continuity and semidistributivity.}{in: Lattices, Semigroups, and Universal Algebra, Proceedings of the Lisbon Conference, 1988, Plenum Press, New York, 67-70.}
\B{?2}{Free and finitely presented lattices.}{in: Proceedings of the Internation Conference on Algebra in Honor of A. I. Maltsev, Novosibirsk, USSR.}
\B{?3}{A complement to Day's Theorem.}{}
\B{?4}{Notes on direct decompositions.}{}
\B{?5}{Modular congruence varieties.}{}
\B{?6}{Ordinal sums of projectives in varieties of lattices.}{}
\B{?7}{Lectures on projective planes.}{}
\B{?8}{Finitely based modular congruence varieties are distributive.}{}
\B{?9}{Algorithms for finite, finitely presented and free lattices.}{}
\B{?10}{Computing congruences efficiently.}{}

\A{Freese R., Gr\"atzer G., Schmidt E.T.}
\B{?}{On complete congruence lattices of complete modular lattices.}{International Journal of Algebra and Computation.}

\A{Freese R., Herrmann C., Huhn A.}
\B{81}{On some identities valid in modular congruence varieties.}{\AU {\bf 12}, 322-334.}

\A{Freese R., Hyndman J., Nation J.B.}
\B{03}{Whaley's theorem for finite lattices.}{Order {\bf 20}, 223-228.}

\A{Freese R., Je\v zek J., Jipsen P., Markovi\'c P., Mar\'oti M., McKenzie R.}
\B{02}{The variety generated by order algebras.}{\AU {\bf 47}, 103-138.}

\A{Freese R., Je\v zek J., Nation J.B.}
\B{93}{Term rewrite systems for lattice theory.}{\JSC {\bf 16}, 279--288.}
\B{95}{Free lattices.}{Mathematical Surveys and Monographs 42. American Mathematical Society, Providence, Rhode Island 1995.}
\B{01}{Lattices with large minimal extensions.}{\AU {\bf 45}, 221--309.}

\A{Freese R., Je\v zek J., Nation J.B., Slav\'\i k V.}
\A{86}{Singular covers in free lattices.}{Order {\bf 3}, 39-46.}

\A{Freese R., J\'onsson B.}
\B{76}{Congruence modularity implies the Arguesian identity.}{\AU {\bf 6}, 225-228.}

\A{Freese R., Kearnes K., Nation J.B.}
\B{95}{Congruence lattices of congruence semidistributive algebras.}{Lattice Theory and its Appl., Heldermann Verlag, 63-78.}

\A{Freese R., Lampe W. A., Taylor W.}
\B{79}{Congruence lattices of algebras of fixed similarity type I.}{\PJM {\bf 82}, 59-68.}

\A{Freese R., McKenzie R.}
\B{81}{Residually small varieties with modular congruence lattices.}{\TAMS {\bf 264}, 419-430.}
\B{87}{Commutator theory for congruence modular varieties.}{London Mathematical Society Lecture Notes {\bf 125}, Cambridge Univ. Press, 227pp.}
\B{?}{The commutator, an overview. 123pp.}{}

\A{Freese R., McNulty G.}
\B{?}{A nonfinitely based, dualizable finite algebra.}{Preprint.}

\A{Freese R., McNulty G.F., Nation J.B.}
\B{?}{Inherently nonfinitely based lattices.}{To appear in Annals of Pure and Applied Logic.}
\B{06}{A modular inherently nonfinitely based lattice.}{\AU {\bf 55}, 119-125.}

\A{Freese R., Nation J.B.}
\B{73}{Congruence lattices of semilattices.}{\PJM {\bf 49}, 51-58.}
\B{77}{3-3 lattice inclusions imply congruence modularity.}{\AU {\bf 7}, 191-194.}
\B{78}{Projective lattices.}{\PJM {\bf 75}, 93-106.}
\B{79}{Finitely presented lattices.}{\PAMS {\bf 77}, 174-178.}
\B{85}{Covers in free lattices.}{\TAMS {\bf 288}, 1-42.}
\B{?}{Congruence lattices of semilattices revisited.}{}

\A{Frejdman P.A.}
\B{68}{Kol'ca s distributivnoj strukturoj podkolec.}{Mat. sb. {\bf 73}, 513-534.}

\A{Fremlin D.H.}
\B{74}{Topological Riesz spaces and measure theory.}{Cambridge University Press, Cambridge.}

\A{Frenkin B.R.}
\B{71}{O privodimosti i svodimosti v nekotorykh klassakh n-gruppoidov I.}{\MI {\bf 6/2}, 122-137.}
\B{74}{O svodimosti n-kvazigrupp.}{\UMN {\bf 29}, 185.}
\B{74a}{O $\Sigma$-svobodnykh modelyakh.}{\Sib {\bf 15}, 580-597.}
\B{76}{Svodimye n-kvazigruppy i ikh izotopy.}{\SiK 216-225.}

\A{Freyd P.}
\B{64}{Abelian categories. An introduction to the theory of functors.}{Harper's Series in Modern Mathematics. Harper \& Row, New York.}
\B{65}{The theories of functors and models.}{The theory of models. Proc. 1963 Int. Symp. at Berkeley, North-Holland, 107-120.}
\B{66}{Algebra valued functors in general and tensor products in particular.}{\CM {\bf 14}, 89-106.}

\A{Freytes H.}
\B{04}{Injectives in residuated algebras.}{\AU {\bf 51}, 373-393.}

\A{Frias M.F.}
\B{98}{Independence of the axiomatization of fork.}{\AU {\bf 39}, 211-215.}

\A{Frias M.F., Maddux R.D.}
\B{97}{Non-embeddable simple relation algebras.}{\AU {\bf 38}, 115-135.}

\A{Fribourg L.}
\B{87}{Handling function definitions through innermost superposition and rewriting.}{In \Jou, 325-344.}

\A{Fried E.}
\B{70}{Tournaments and nonassociative lattices.}{\AnnUSB {\bf 13}, 151-164.}
\B{70a}{A generalization of ordered algebraic systems.}{\AS {\bf 31}, 233-244.}
\B{73}{Weakly associative lattices with join and meet of several elements.}{\AnnUSB {\bf 16}, 93-98.}
\B{74}{Weakly associative lattices with congruence extension property.}{\AU {\bf 4}, 151-162.}
\B{74a}{Prime factorization, algebraic extension, and construction of weakly associative lattices.}{\AnnUSB {\bf 17}, 59-68.}
\B{74b}{Subdirect irreducible weakly associative lattices with congruence extension property.}{\AnnUSB.}
\B{75}{Equational classes which cover the class of distributive lattices.}{\AS {\bf 37}, 37-40.}
\B{75a}{Prime factorization, algebraic extension and construction of weakly associative lattices.}{\AH {\bf 26}, 241-244.}
\B{77}{Automorphism group of integral domains fixing a given subring.}{\AU {\bf 7}, 373-387.}
\B{78}{Interpolation in weakly associative lattices.}{\SSMH {\bf 13}, 193-200.}
\B{79}{Equational bases for some non-associative generalizations of the class of distributive lattices.}{\AnnUSB {\bf 22-23} (1979-80), 159-162.}
\B{83}{Some properties of the category of integral domains.}{\AH {\bf 41}, 3-15.}
\B{84}{Congruence-lattices of discrete RUCS varieties.}{\AU {\bf 19}, 177-196.}
\B{87}{On the behaviour of congruence-functors.}{\AU {\bf 24}, 188-191.}
\B{95}{Dual discriminator subvarieties of a variety.}{\AU {\bf 34}, 454-467.}
\B{96}{The subvariety structure of weakly associative lattices with the unique bound property.}{\AU {\bf 35}, 359-372.}
\B{98}{Cover-preserving embeddings of distributive lattices.}{\AU {\bf 39}, 145-161.}
\B{01}{Discriminator or dual discriminator?}{\AU {\bf 46}, 25-41.}
\B{01a}{Dual discriminator function for graph algebras.}{\AS {\bf 67}, 475--492.}
\B{?1}{A note on the congruence extension property.}{\AS.}
\B{?2}{The category of integral domains containing a given one.}{\AH.}
\B{?3}{Interpolation in modular lattices.}{}
\B{?4}{The amalgamation class of certain classes of projective geometries.}{}
\B{?5}{Non-finitely based varieties of weakly associative lattices.}{}
\B{?6}{Some "congruence distributive" varieties with "equationally definable principal congruences" where the "definability" is not "restricted".}{}
\B{?7}{Dual discriminator function for graph algebras II.}{}

\A{Fried E., Gratzer G.}
\B{73}{A nonassociative extension of the class of distributive lattices.}{\PJM {\bf 49}, 59-78.}
\B{73a}{Some examples of weakly associative lattices.}{\CM {\bf 27}, 215-221.}
\B{75}{On automorphisms of the subalgebra lattice induced by the automorphisms of the algebra.}{(Abstract) Notices AMS {\bf 22}, A-380.}
\B{76}{Partial and free weakly associative lattices.}{\HJM {\bf 2}, 501-512.}
\B{78}{On automorphisms of the subalgebra lattice induced by automorphisms of the algebra.}{\AS {\bf 40}, 49-52.}
\B{84}{Classes of congruence lattices in filtral varieties.}{\SSMH {\bf 19}, 1984, 259-264.}
\B{89}{Pasting and modular lattices.}{\PAMS {\bf 106}, 885-890.}
\B{89a}{Pasting infinite lattices.}{\JAuMS {\bf 47}, 1-21.}
\B{?2}{The unique amalgamation property for lattices.}{1-10.}
\B{90}{Strong amalgamation of distributive lattices.}{\JA {\bf 128}, 446-455.}

\A{Fried E., Gratzer G., Lakser H.}
\B{71}{Amalgamation and weak injectives in the equational class of modular lattices $M_n$.}{Abstract. Notices AMS {\bf 18}, 624.}

\A{Fried E., Gratzer G., Quackenbush R.W.}
\B{76}{Uniform Mal'cev sequences.}{(Abstract) Notices AMS {\bf 23}, A-45.}
\B{79}{The equational class generated by weakly associative lattices with the unique bound property.}{\AnnUSB {\bf 22-23}, (1979-80), 205-211.}
\B{80}{Uniform congruence schemes.}{\AU {\bf 10}, 176-188.}

\A{Fried E., Gratzer G., Schmidt E.T.}
\B{90}{Multipasting of lattices.}{\AU {\bf 30}, 241-261.}

\A{Fried E., Kaiser H.K., M\'arki L.}
\B{82}{An elementary approach to polynomial interpolation in universal algebras.}{\AU {\bf 15}, 40-57.}

\A{Fried E., Kiss E.W.}
\B{83}{Connections between the congruence-lattices and polynomial properties.}{\AU {\bf 17}, 227-262.}

\A{Fried E., Koll\'ar J.}
\B{77}{Automorphism groups of fields.}{\CMSJB {\bf 29}, 293-303.}
\B{?}{Automorphism groups of algebraic number fields.}{}

\A{Fried E., Pixley A.F.}
\B{79}{The dual discriminator function in universal algebra.}{\AS {\bf 41}, 83-100.}

\A{Fried E., Schmidt E.T.}
\B{75}{Standard sublattices.}{\AU {\bf 5}, 203-211.}

\A{Fried E., Sichler J.}
\B{73}{Homomorphisms of commutative rings with unit element.}{\PJM {\bf 45}, 485-491.}
\B{75}{Integral domains form a universal category.}{Proc. Conf. on Alg. Aspects of Combinatorics, Toronto, Utilitas Math., 169-181.}
\B{77}{Homomorphisms of integral domains of characteristic zero.}{\TAMS {\bf 225}, 163-182.}
\B{78}{On automorphism groups of subalgebras of universal algebra.}{\AS {\bf 40}, 265-270.}

\A{Fried E., S\'os V. T.}
\B{75}{Weakly associative lattices and projective planes.}{\AU {\bf 5}, 114-119.}

\A{Fried E., Szab\'o L., Szendrei \'A.}
\B{81}{Algebras with p-uniform principal congruences.}{\SSMH {\bf 16}, 229-235.}

\A{Fried E., Wiegandt R.}
\B{75}{Connectedness and disconnectedness of graphs.}{\AU {\bf 5}, 411-428.}
\B{79}{Abstract relational structures and their torsion theory.}{\CGA, 97-110.}
\B{82}{Abstract relational structures, II (Torsion theory).}{\AU {\bf 15}, 22-39.}

\A{Friedman H.}
\B{76}{On decidability of equational theories.}{J. Pure and Appl. Alg. {\bf 7}, 1-2.}
\B{79}{On the naturalness of definable operations.}{\HJM {\bf 5}, 325-330.}

\A{Friedman H., Tamari D.}
\B{67}{Probl\`emes d'associativit\'e: une structure de treillis finis induite par une loi demi-associative.}{J. Combin. theory {\bf 2}, 215-242.}

\A{Frigerio A.}
\B{58}{Sui quasi gruppi associati ai gruppi.}{Rend. Seminar. mat. Univ. Padova {\bf 28}, 107-111.}

\A{Frink O.}
\B{42}{Topology in lattices.}{\TAMS {\bf 51}, 569-582.}
\B{46}{Complemented modular lattices and projective spaces of infinite dimension.}{\TAMS {\bf 60}, 452-467.}
\B{55}{Symmetric and self-distributive systems.}{\AMM {\bf 62}, 697-707.}
\B{62}{Pseudo-complements in semi-lattices.}{Duke Math. J. {\bf 29}, 505-514.}
\B{64}{Compactifications and semi-normal spaces.}{Amer. J. Math. {\bf 86}, 602-607.}

\A{Frink O., Gratzer G.}
\B{66}{The closed subalgebras of a topological algebra.}{\AM {\bf 17}, 154-158.}

\A{Frink O., Smith R.S.}
\B{72}{On the distributivity of the lattice of filters of a groupoid.}{\PJM {\bf 42}, 313-322.}

\A{Froda-Schechter M.}
\B{74}{Sur les homomorphismes des structures relationelles I.}{Studia Univ. Babes-Bolyai Ser. Math.-Mech. {\bf 19}, 20-25.}
\B{75}{Sur les homomorphismes des structures relationelles II.}{Studia Univ. Babes-Bolyai Ser. Math.-Mech. {\bf 20}, 11-15.}

\A{Froemke J.}
\B{70}{Independent factorizations of abstract algebras.}{J. Algebra {\bf 16}, 311-325.}
\B{71}{Maximal prime clusters are infinite.}{Math. Ann. {\bf 191}, 99-120.}
\B{71a}{Pairwise and general independence of abstract algebras.}{Math. Z. {\bf 123}, 1-17.}
\B{74}{A note on functionally complete algebras with no non-trivial subalgebras.}{Math. Z. {\bf 136}, 353-355.}
\B{74a}{Functional completeness of idempotent algebras.}{Notices AMS {\bf 21}, 74T-A180.}
\B{75}{Maximal pre-primal clusters.}{\CanJM {\bf 27}, 746-751.}

\A{Froemke J., Quackenbush R.W.}
\B{75}{The spectrum of an equational class of groupoids.}{\PJM {\bf 58}, 381-386.}

\A{Frontera Marqu\'es B.}
\B{64}{Generalization of the concept of equivalence relation in a set.}{(Spanish) Proc. Fifth Annual Reunion of Spanish Mathematicians, Publ. Inst. "Jorge Juan" Mat., Madrid, 203-220.}

\A{Frucht R.}
\B{48}{On the construction of partially ordered systems with a given group of automorphisms.}{Rev. Un. Mat. Argentina {\bf 13}, 12-18.}
\B{50}{Lattices with a given abstract group of automorphisms.}{\CanJM {\bf 2}, 417-419.}

\A{Fryer K.D.}
\B{61}{Coordinates in non-Desarguesian complemented modular lattices.}{\LT 71-77.}

\A{Fryer K., Halperin I.}
\B{54}{Coordinates in geometry.}{Trans. of the Royal Soc. of Canada {\bf 48}, 11-26.}
\B{56}{The von Neumann coordinatization theorem for complemented modular lattices.}{\AS {\bf 17}, 450-456.}
\B{58}{On the construction of coordinates for non-Desarguean complemented modular lattices.}{\NAW {\bf 61}, 142-161.}

\A{Fuad T.S.R., Smith J.D.H.}
\B{96}{Quasigroups, right quasigroups and category coverings.}{\AU {\bf 35}, 233-248.}

\A{Fuchino S., Geschke S., Soukup L.}
\B{01}{On the weak Freese-Nation property of $P(\omega)$.}{Arch. Math. Logic {\bf 40}, 425-435.}

\A{Fuchino S., Soukup L.}
\B{97}{More set-theory around the weak Freese-Nation property.}{\FM {\bf 154}, 159-176.}

\A{Fuchs L.}
\B{49}{\"Uber die Ideale arithmetischer Ringe.}{Comment. Math. Helv. {\bf 23}, 334-341.}
\B{52}{On subdirect unions I.}{\AH {\bf 3}, 103-120.}
\B{63}{Partially ordered algebraic systems.}{Pergamon Press, New York.}
\B{65}{On partially ordered algebras II.}{\AS {\bf 26}, 35-41.}
\B{66}{On partially ordered algebras I.}{\CM {\bf 14}, 115-130.}

\A{Fuchs L., Reis R.}
\B{03}{On lattice-ordered commutative semigroups.}{\AU {\bf 50}, 341-357.}

\A{Fuhrken G.}
\B{62}{Bemerkung zu einer Arbeit E. Engelers.}{\ZMLG {\bf 8}, 277-279.}
\B{66}{Minimal- und Primmodelle.}{\ZMLG {\bf 9}, 3-11.}
\B{73}{On automorphisms of algebras with a single binary operation.}{Portugal. Math. {\bf 32}, 49-52.}

\A{Fuhrken G., Taylor W.}
\B{71}{Weakly atomic-compact relational structures.}{\JSL {\bf 36}, 129-140.}

\A{Fujiwara T.}
\B{54}{On the structure of algebraic systems.}{Proc. Japan Acad. {\bf 30}, 74-79.}
\B{55}{Note on the isomorphism problem for free algebraic systems.}{Proc. Japan Acad. {\bf 31}, 135-136.}
\B{55a}{Remarks on the Jordan-H\"older-Schreier theorem.}{Proc. Japan Acad. {\bf 31}, 137-140.}
\B{56}{On the existence of algebraically closed algebraic extensions.}{Osaka J. Math. {\bf 8}, 23-33.}
\B{56a}{Note on free algebraic systems.}{Proc. Japan Acad. {\bf 32}, 662-664.}
\B{57}{Supplementary note on free algebraic systems.}{Proc. Japan Acad. {\bf 33}, 633-635.}
\B{57a}{Note on free products.}{Proc. Japan Acad. {\bf 33}, 636-638.}
\B{59}{On mappings between algebraic systems.}{Osaka J. Math. {\bf 11}, 153-172.}
\B{60}{On mappings between algebraic systems II.}{Osaka J. Math. {\bf 12}, 253-268.}
\B{64}{On the permutability of congruences on algebraic systems.}{Proc. Japan Acad. {\bf 40}, 787-792.}
\B{65}{Note on permutability of congruences on algebraic systems.}{Proc. Japan Acad. {\bf 41}, 822-827.}
\B{71}{Freely generable classes of structures.}{Proc. Japan Acad. {\bf 47}, 761-764.}
\B{71a}{On the construction of the least universal Horn class containing a given class.}{Osaka J. Math. {\bf 8}, 425-436.}
\B{73}{A generalization of Lyndon's theorem characterizing sentences preserved in subdirect products.}{\AU {\bf 3}, 280-287}
\B{?}{On implicational classes of structures.}{}

\A{Fujiwara T., Murata K.}
\B{53}{On the Jordan-H\"older-Schreier theorem.}{Proc. Japan. Acad. {\bf 29}, 151-153.}

\A{Fujiwara T., Nakano Y.}
\B{70}{On the relation between free structures and direct limits.}{Math. Japan. {\bf 15}, 19-23.}

\A{Fuller K.R., Hutchinson G.}
\B{88}{Exact embedding functors and left coherent rings.}{\PAMS {\bf 104}, 385-391.}

\A{Fulton C.M., Stein Sh. K.}
\B{57}{The passage from geometry to algebra.}{Math. Ann. {\bf 134}, 140-142.}

\A{Funayama N.}
\B{42}{On the congruence relations on lattices.}{Proc. Imp. Acad. Tokyo {\bf 18}, 530-531.}
\B{44}{On the completion by cuts of distributive lattices.}{Proc. Imp. Acad. Tokyo {\bf 20}, 1-2.}
\B{53}{Notes on lattice theory. IV. On partial (semi)lattices.}{Bull. Yamagata Univ. Natur. Sci. {\bf 2}, 171-184.}
\B{59}{Imbedding infinitely distributive lattices completely isomorphically into Boolean algebras.}{Nagoya Math. J. {\bf 15}, 71-81.}

\A{Funayama N., Nakayama T.}
\B{42}{On the distributivity of a lattice of lattice-congruences.}{Proc. Imp. Acad. Tokyo {\bf 18}, 553-554.}

\A{Funk W.}
\B{?}{An introduction to residuated lattices.}{}

\A{Gabonich E., Trepetin M.}
\B{71}{O mnogoobraziyakh nil'potentnykh polugrupp.}{Uch. zap. Tartus. un-ta {\bf 277}, 16-19.}

\A{Gacs\'alyi S.}
\B{55}{On pure subgroups and direct summands of Abelian groups.}{\PMD {\bf 4}, 88-92.}

\A{Gaifman H.}
\B{64}{Infinite Boolean polynomials I.}{\FM {\bf 54}, 229-250.}
\B{74}{Operators on relational structures, functors and classes I.}{\PTS 20-40.}

\A{Gait\'an H.}
\B{03}{Subdirectly irreducible MV-algebras.}{\CMJ {\bf 53}, 631-639.}

\A{G\'al L. Novak}
\B{58}{A note on direct products.}{\JSL {\bf 23}, 1-6.}

\A{Galatos N.}
\B{02}{The undecidability of the word problem for distributive residuated lattices.}{Ordered algebraic structures, Kluwer Academic Publishers, Dordrecht, 231-243.}
\B{03}{Varieties of residuated latticec.}{Ph.D. Thesis, Vanderbilt Univ.}
\B{04}{Minimal varieties of residuated lattices.}{\AU {\bf 52}, 215-139.}

\A{Galatos N., Ono H.}
\B{?}{(Non-associative) residuated lattices and substructural logics.}{}

\A{Galatos N., Tsinakis C.}
\B{02}{Generalized MV-algebras.}{\JA.}

\A{Galeana-S\'anchez H., Rojas-Monroy R.}
\B{06}{Kernels in quasi-transitive digraphs.}{\DM {\bf 306}, 1969-1974.}

\A{Galkin V. M.}
\B{78}{O konechnykh distributivnykh kvazigruppakh.}{\MZam {\bf 24}, 39-41.}
\B{79}{Nepreryvnye levodistributivnye kvazigruppy.}{Gor'kov. politekhn. in-t. Gor'kij. 15pp.}
\B{81}{$\varphi$-gruppy i levodistributivnye kvazigruppy.}{Gor'k. politekhn. in-t. Gor'kij. 12pp.}
\B{84}{O simmetricheskikh kvazigruppakh.}{\UMN {\bf 39}, 191-192.}
\B{84a}{Silovskie svojstva odnogo klassa kvazigrupp.}{\MZam {\bf 36}, 617-620.}
\B{84a}{Silovskie svojstva odnogo klassa kvazigrupp.}{\MZam {\bf 36}, 617-620.}

\A{Ga\l uszka J.}
\B{87}{On bisemilattices with generalized absorption laws I.}{Demonstratio Math. {\bf 20}, 37-43.}
\B{90}{On algebras with unique essentially n-ary operations.}{\AU {\bf 27}, 243-247.}
\B{99}{Varieties of idempotent groupoids with small clones.}{\CM {\bf 81}, 63-87.}

\A{Galvin F.}
\B{70}{Horn sentences.}{Ann. Math. Logic {\bf 1}, 389-422.}

\A{Galvin F., Horn A.}
\B{70}{Operations preserving all equivalence relations.}{\PAMS {\bf 24}, 521-523.}

\A{Galvin F., J\'onsson B.}
\B{61}{Distributive sublattices of a free lattice.}{\CanJM {\bf 13}, 265-272.}

\A{Galvin F., Prikry K.}
\B{76}{Infinitary J\'onsson algebras and partition relations.}{\AU {\bf 6}, 367-376.}

\A{Gansner E.R.}
\B{83}{Parenthesizations of finite distributive lattices.}{\AU {\bf 16}, 287-303.}

\A{Ganter B.}
\B{?1}{Combinatorial designs and algebras.}{\AU.}
\B{?2}{Kombinatorische Algebra: Optimale Geometrien.}{}

\A{Ganter B., Ihringer T.}
\B{84}{Varieties of linear subalgebra geometries.}{\LNM {\bf 1149}, 94-100.}
\B{85}{Varieties with linear subalgebra geometries.}{\LNM {\bf 1149}, 94-100.}

\A{Ganter B., Kwuida L.}
\B{06}{Finite distributive concept algebras.}{Order {\bf 23}, 235-248.}

\A{Ganter B., P\l onka J., Werner H.}
\B{73}{Homogeneous algebras are simple.}{\FM {\bf 79}, 217-220.}

\A{Ganter B., Poguntke W., Wille R.}
\B{75}{Finite sublattices of four-generated modular lattices.}{Proceedings of the Lattice Theory Conference Ulm, 148-151.}
\B{81}{Finite sublattices of four-generated modular lattices.}{\AU {\bf 12}, 160-171.}

\A{Ganter B., Rival I.}
\B{73}{Dilworth's covering theorem for modular lattices: a simple proof.}{\AU {\bf 3}, 348-350.}
\B{75}{An arithmetical theorem for modular lattices.}{\AU {\bf 5}, 395-396.}

\A{Ganter B., Werner H.}
\B{75}{Equational classes of Steiner systems.}{\AU {\bf 5}, 125-140.}
\B{75a}{Equational classes of Steiner systems II.}{Proc. Conf. on Algebraic Aspects of Combinatorics, Univ. of Toronto, 283-285.}
\B{80}{Co-ordinatizing Steiner systems.}{Annals of Discrete Math. {\bf 7}, 3-24.}

\A{Garc\'\i a O. C.}
\B{?}{Interpretability of equational theories as divisibility of preprimes.}{}

\A{Garcia O., Larion F., Taylor W.}
\B{82}{On the lattice of interpretability types of varieties.}{Anales del Instituto de Matematicas (Mexico) {\bf 22}, 189-195.}

\A{Garc\'\i a O.C., Petna J.A.de la}
\B{83}{Lattices with a finite Whitman cover.}{\AU {\bf 16}, 186-194.}

\A{Garc\'\i a O.C., Solay M.Z.}
\B{80}{A classification in varieties of algebras.}{Publ. Prelim. del Instituto de Matem., UNAM, No.21.}

\A{Garc\'\i a O.C., Taylor W.}
\B{84}{The lattice of interpretability types of varieties.}{Memoirs AMS {\bf 50}, v+125 pp.}
\B{84a}{El reticulo de interpretabilidad de W. D. Neumann.}{Publicaciones de la Universidad de Valladolid, Secc. de Matematicas {\bf 8}, 57-71.}
\B{85}{Generalized commutativity.}{\LNM {\bf 1149}, 101-122.}
\B{87}{Some interpretations of ring varieties.}{Proceedings of the Seventeenth International Symposium on Multiple-valued Logic, May 26-28, 1987, Computer Society Press, Washington D.C., 36-39.}

\A{Garc\'\i a O.D.}
\B{74}{Injectivity in categories of groups and algebras.}{An. Inst. Mat. Univ. Nac. Autonoma Mexico {\bf 14}, 95-115.}

\A{Gardner B.J.}
\B{75}{Semi-simple radical classes of algebras and attainability of identities.}{\PJM {\bf 61}, 401-416.}

\A{Garey M., Johnson D.}
\B{79}{Computers and Intractability, A Guide to the Theory of NP-Completeness.}{W.H. Freeman and Company, San Francisco.}

\A{Garfunkel S., Schmerl J.H.}
\B{74}{The undecidability of theories of groupoids with an extra predicate.}{\PAMS {\bf 42}, 286-289.}

\A{Garrison G.N.}
\B{46}{Note on invariant complexes of a quasigroup.}{Ann. of Math. {\bf 47}, 50-55.}

\A{Garvackij V.S., Shajn B.M.}
\B{70}{Injective and surjective morphisms in abstract categories.}{(Russian) \CM {\bf 22}, 51-57.}

\A{Gasanov A.M.}
\B{74}{Mnogoobraziya kommutativnykh idempotentnykh associativov.}{\IV {\bf 11}, 16-23.}

\A{Gasch\"utz W.}
\B{55}{Zu einem von B. H. und H. Neumann gestellten Problem.}{Math. Nachr. {\bf 14}, 249-252.}

\A{Gaskill H.S.}
\B{72}{On transferable semilattices.}{\AU {\bf 2}, 303-316.}
\B{72a}{On the relation of a distributive lattice to its lattice of ideals.}{\BAuMS {\bf 7}, 377-385.}
\B{72b}{Transferability in lattices and semilattices.}{Ph.D. Thesis, Simon Fraser Univ.}
\B{78}{A note on constructing finite sublattices of free lattices.}{\AU {\bf 8}, 244-255.}
\B{78a}{Constructing finite sublattices of free lattices.}{\AU {\bf 8}, 384-392.}

\A{Gaskill H.S., Gratzer G., Platt C.R.}
\B{75}{Sharply transferable lattices.}{\CanJM {\bf 27}, 1246-1262.}

\A{Gaskill H.S., Nation J.B.}
\B{81}{Join-prime elements in semidistributive lattices.}{\AU {\bf 12}, 352--359.}

\A{Gaskill H.S., Platt C.R.}
\B{75}{Sharp transferability and finite sublattices of a free lattice.}{\CanJM {\bf 27}, 1036-1041.}

\A{Gaskill H.S., Rival I.}
\B{78}{An exchange property for modular lattices.}{\AU {\bf 8}, 354-356.}

\A{Gatial J.}
\B{69}{Some geometrical examples of an IMC-quasigroup.}{Matem. \v casop. {\bf 19}, 292-298.}
\B{71}{Einige Eigenschaften der Symmetrien der IMC-Quasigruppe.}{Sb. Elektrotech. Fak. SVST. Bratislava, 183-185.}
\B{72}{\"Uber die IMC-Quasigruppe und den Schwerpunkt eines Dreiecks.}{Math. Nachr. {\bf 53}, 119-123.}
\B{78}{Die Schwerpunkte der Dreiecke in einigen endlichen Quasigruppen.}{Math. Slovaca {\bf 28/2}, 169-172.}

\A{Gautam N.D.}
\B{57}{The validity of equations of complex algebras.}{\AMLG {\bf 3}, 117-124.}

\A{Gavrilov M.B.}
\B{68}{O mnogoobraziyakh associativnykh algebr.}{Dokl. Bolg. AN, {\bf 21}, 989-992.}

\A{G\'ecseg F.}
\B{63}{On certain classes of semi-modules and modules.}{(Russian) \AS {\bf 24}, 165-172.}
\B{70}{On certain classes of $\Sigma$-structures.}{\AS {\bf 31}, 191-195.}
\B{74}{On subdirect representations of finite commutative unoids.}{\AS {\bf 36}, 33-38.}
\B{77}{Universal algebras and tree automata.}{Fundamentals of Computer Science Theory, Lecture Notes in Computer Science. Springer-Verlag, 98-112.}

\A{G\'ecseg F., Sz\'ekely S.}
\B{73}{On equational classes of unoids.}{\AS {\bf 34}, 99-101.}

\A{Gedeonov\'a E.}
\B{71}{Jordan-Holder theorem for lines.}{\AFRC 23-24.}
\B{72}{A characterization of p-modularity for congruence lattices of algebras.}{Acta Fac. Rerum Natur. Univ. Comenian. Math. Publ. {\bf 28}, 99-106.}
\B{72a}{Jordan-H\"older theorem for lines.}{\MCSAV {\bf 22}, 177-198.}
\B{83}{Lattices whose covering graphs are S-graphs,}{\CMSJB {\bf 33}, 407-435.}
\B{83}{Lattices with centrally symmetric covering graphs.}{\CGA, {\bf 2}, 107-113.}
\B{85}{Jordan-H\"older theorem for lines}{\CGA, {\bf 3}, Proceedings of the Vienna Conference, June 21--24,1984, Verlag H\"older-Pichler-Tempsky, Vienna, 146.}
\B{?}{Constructions of $S$-lattices.}{}

\A{Gehrke M., Jonsson B.}
\B{04}{Bounded distributive lattice expansions.}{\MS {\bf 94}, 13-45.}

\A{Geiger D.}
\B{68}{Closed systems of functions and predicates.}{\PJM {\bf 27}, 95-100.}
\B{74}{Coherent algebras.}{(Abstract) Notices AMS {\bf 21}, A-436.}

\A{Geisinger L., Graves W.}
\B{72}{The category of complete algebraic lattices.}{J. Comb. Theory {\bf 13}, 332-338.}

\A{Gelfand I.M.}
\B{41}{Normierte Ringe.}{Rec. Math. (Mat. Sbornik) N.S. {\bf 9}, 1-23.}

\A{Gelfand I.M., Bernstein I.N., Gelfand S.I., Graev M.I., Ponomarev V.A., Vershik A.M.}
\B{82}{Representation Theory, Selected Papers.}{Cambridge University Press, Cambridge, London Math. Soc. Lecture Note Series {\bf 69}.}

\A{Gel'fand I.M., Ponomarev V.A.}
\B{70}{Problems of linear algebra and classification of quadruples of subspaces in a finite dimensional vector space.}{\CMSJB {\bf 5}, 163-237.}
\B{74}{Svobodnye modulyarnye struktury i ikh predstavleniya.}{\UMN {\bf 29}, 3-58.}
\B{77}{Lattices representations, and algebras connected with them I,II.}{Russian Math. Surveys {\bf 31}, 67-85 and {\bf 32}, 91-114.}

\A{Gerhard J.A.}
\B{70}{The lattice of equational classes of idempotent semigroups.}{J. Algebra {\bf 15}, 195-224.}
\B{71}{Subdirectly irreducible idempotent semigroups.}{\PJM {\bf 39}, 669-676.}
\B{71a}{The number of polynomials of idempotent semigroups.}{J. Algebra {\bf 18}, 366-376.}

\A{Gerhard J.A., Padmanabhan R.}
\B{80}{Equational theory of semigroups of finite exponent.}{Abstracts AMS, p.337.}

\A{Gerhard J.A., Petrich M.}
\B{81}{The word problem for orthogroups.}{\CanJM {\bf 33}, 893-900.}
\B{83}{Word problems for free objects in certain varieties of completely regular semigroups.}{\PJM {\bf 104}, 351-359.}
\B{89}{Varieties of bands revisited.}{\PLMS {\bf 58}, 323-350.}
\B{?2}{All varieties of regular orthogroups.}{}

\A{Gerhard J.A., Shafaat A.}
\B{71}{Semivarieties of idempotent semigroups.}{\PLMS {\bf 71}, 667-680.}

\A{Gerhardts M.D.}
\B{68}{Termgleichungen in glatt-idempotenten Halbgruppen.}{\AM {\bf 19}, 289-290.}

\A{Gericke H.}
\B{53}{\"Uber den Begriff der algebraischen Struktur.}{Arch. Math. {\bf 4}, 163-171.}

\A{Ghika A.}
\B{58}{Structures alg\'ebriques ternaires.}{(Romanian) Com. Acad. R. P. Rom\^\i ne {\bf 8}, 257-261.}
\B{58a}{Structures alg\'ebrico-topologiques binaires-ternaires.}{(Romanian) Com. Acad. R. P. Rom\^\i ne {\bf 8}, 447-450.}

\A{Ghosh S., Pastijn F., Zhao X.Z.}
\B{05}{Varieties generated by ordered bands I.}{Order {\bf 22}, 109-128.}

\A{Ghouil\`a-Houri A.}
\B{62}{Caract\'erisation des graphes non orient\'es dont on peut orienter les ar\^etes de mani\`ere \`a obtenir le graphe d'une relation d'ordre.}{\CR A-B {\bf 254}, 1370-1371.}

\A{Giambruno A.}
\B{00}{Minimal varieties of algebras of exponential growth.}{}

\A{Gierz G.}
\B{96}{Morita equivalences of quasi-primal algebras and sheaves.}{\AU {\bf 35}, 570-576.}

\A{Gierz G., Hofmann K.H., Keimel K., Lawson J.D., Mislove M., Scott D.S.}
\B{80}{A compendium of continuous lattices.}{Springer-Verlag, Berlin, New York.}

\A{Gierz G., Stralka A.}
\B{85}{Distributive lattices with sufficiently many chain intervals.}{\AU {\bf 20}, 77-89.}

\A{Gilbert E.N.}
\B{54}{Lattice theoretic properties of frontal switching functions.}{J. Mathematical Phys. {\bf 33}, 57-67.}

\A{Gillam D.W.H.}
\B{78}{A concrete representation theorem for intervals of multirelations.}{\ZMLG {\bf 24}, 463-466.}

\A{Gillman L., Jerison M.}
\B{60}{Rings of continuous functions.}{University Series in Higher Mathematics. Van Nostrand, Princeton, N.J.}

\A{Gilmore P.C.}
\B{62}{Some forms of completeness.}{\JSL {\bf 27}, 344-352.}

\A{Gilmore P.C., Hoffman A.J.}
\B{64}{A characterization of comparability graphs and of interval graphs.}{\CanJM {\bf 16}, 539-548.}

\A{Ginzburg A.}
\B{60}{Syst\`emes multiplicatifs de relations. Boucles quasi associatives.}{\CR {\bf 250/8}, 1413-1416.}
\B{64}{A note on Cayley loops.}{\CanJM {\bf 16}, 77-81.}

\A{Girard J.-Y.}
\B{87}{Linear logic.}{Comp. Sci. {\bf 50}, 1-102.}

\A{Giraudet M., Rach\accent23unek J.}
\B{99}{Varieties of half lattice-ordered groups of monotonic permutations of chains.}{\CMJ {\bf 49}, 743-766.}

\A{Gispert J., Mundici D.}
\B{05}{MV-algebras: a variety for magnitudes with archimedean units.}{\AU {\bf 53}, 7-43.}

\A{Giuntini R.}
\B{05}{Weakly linear quantum MV-algebras.}{\AU {\bf 53}, 45-72.}

\A{Givant S.}
\B{75}{Possible cardinalities of irredundant bases for closure systems.}{Discrete Math. {\bf 12}, 201-204.}
\B{75a}{Universal classes categorical or free in power.}{Ph.D. Thesis, Berkeley.}
\B{79}{Universal Horn classes categorical or free in power.}{Ann. Math. Logic {\bf 15}, 1-53.}
\B{79a}{A representation theorem for universal Horn classes categorical in power.}{Ann. Math. Logic {\bf 17}, 91-116.}
\B{80}{Union decompositions and universal classes categorical in power.}{\AU {\bf 10}, 155-175.}
\B{91}{Tarski's development of logic and mathematics based on the calculus of relations.}{\CMSJB {\bf 54}, 189-215.}
\B{99}{Universal classes of simple relation algebras.}{\JSL {\bf 64}, 575-589.}

\A{Gladstien K.}
\B{73}{A characterization of complete trellises of finite length.}{\AU {\bf 3}, 341-344.}

\A{Glass A.M.W.}
\B{83}{Countable lattice-ordered groups.}{Math. Proc. Cambridge Phil. Soc. {\bf 94}, 29-33.}
\B{84}{The isomorphism problem and undecidable properties for finitely presented lattice-ordered groups. Orders: Description and roles.}{Ann. of Discrete Math. (ed. M. Pouzet and D. Richard), N. Holland, Amsterdam, 157-170.}
\B{85}{The word and isomorphism problems in universal algebra.}{\LNM {\bf 1149}, 123-128.}
\B{99}{Partially ordered groups.}{Series in Algebra {\bf 7}, World Sci. Publ. Co. Pte. Ltd., Singapore.}

\A{Glass A.M.W., Gurevich Y.}
\B{83}{The word problem for lattice-ordered groups.}{\TAMS {\bf 280}, 127-138.}

\A{Glass A.M.W., Holland W.C., McCleary S.H.}
\B{?}{The structure of l-group varieties.}{\AU.}

\A{Glass A.M.W., Madden J.J.}
\B{84}{The word problem versus the isomorphism problem.}{\JLMS {\bf 30}, 53-61.}

\A{Glass A.M.W., Riedel H.J.}
\B{85}{Growth sequences - a counterexample.}{\AU {\bf 21}, 143-145.}

\A{Glauberman G.}
\B{64}{On loops of odd order.}{J. Algebra {\bf 1}, 374-396.}
\B{68}{On loops of order 11.}{J. Algebra {\bf 8}, 393-414.}

\A{Glauberman G., Wright C.R.B.}
\B{68}{Nilpotence of finite Moufang 2-loops.}{J. Algebra {\bf 8}, 415-417.}

\A{Glavosits T., Sz\'asz \'A.}
\B{04}{Pointwise and global sums and negatives of translation relations.}{An. St. Univ. Ovidius Constanta {\bf 12}, 27-44.}

\A{G\l azek K.}
\B{68}{On certain characterizations of distributive lattices.}{\CM {\bf 19}, 195-198.}
\B{70}{Weak automorphisms of integral domains.}{\CM {\bf 22}, 41-49.}
\B{71}{Independence with respect to family of mappings in abstract algebras.}{Dissertationes Math. {\bf 81}.}
\B{71a}{On weak automorphisms of quasi-linear algebras.}{\CM {\bf 23}, 191-197.}
\B{71b}{Q-independence and various notions of independencee in regular reducts of Boolean algebra.}{\AFRC 25-37.}
\B{71c}{Weak automorphisms of integral domains and some other abstract algebras.}{\AFRC 39-49.}
\B{75}{On a construction of covering group for an n-group.}{\AFRC 5-8.}
\B{75a}{Quasi-constants in universal algebras and independent subalgebras.}{\AFRC 9-16.}
\B{79}{Some old and new problems in the independence theory.}{\CM {\bf 42}, 127-189.}
\B{80}{Weak homomorphisms of general algebras and related topics.}{\MSN {\bf 8}, 1-36.}
\B{?}{A short guide through the literature on semirings.}{}

\A{G\l azek K., Iwanik A.}
\B{74}{Quasi-constants in general algebras.}{\CM {\bf 29}, 45-50, 159.}
\B{74a}{Independent subalgebras of a general algebra.}{\CM {\bf 29}, 189-194.}

\A{G\l azek K., Michalski J.}
\B{74}{On weak homomorphisms of general non-indexed algebras.}{\BAPS {\bf 22}, 651-656.}
\B{77}{Weak homomorphisms of general algebras.}{Ann. Soc. Math. Polon. {\bf 19}, 211-228.}

\A{G\l azek K., Michalski J., Sierocki I.}
\B{85}{On evaluation of numbers of some polyadic groups.}{Preprint, Math. Inst. Univ. Wroc\l aw.}

\A{G\l azek K., Niwczyk S.}
\B{00}{A new perspective on Q-independences.}{Proc. of the 59th Workshop on General Algebra, Shaker Verlag, Aachen, 61--70.}
\B{01}{Q-independence and weak automorphisms as Galois connections.}{Proc. of the Conference on Galois Connections, Potsdam, 1--13.}

\A{Glivenko V.}
\B{29}{Sur quelques points de la logique de M. Brower.}{Bull. Acad. des Sci. de Belgique {\bf 15}, 183-188.}
\B{38}{Th\'eorie G\'en\'erale des Structures.}{Actualit\'es Sci. Indust., Hermann, Paris.}

\A{Glukhov M. M.}
\B{60}{K probleme izomorfizma struktur.}{DAN SSSR {\bf 132}, 254-256.}
\B{61}{K teoretiko-strukturnoj teoreme tipa teoremy Grushko.}{DAN SSSR {\bf 138}, 994-997.}
\B{62}{O svobodnom proizvedenii struktur s konechnym chislom obrazuyushchikh.}{Uch. zap. gos. pedin-ta im. V. I. Lenina {\bf 188}, 55-69.}
\B{64}{Algoritmicheskaya razreshimost' problemy tozhdestva slov dlya vpolne svobodnykh modulyarnykh struktur.}{\Sib {\bf 5}, 1027-1034.}
\B{67}{O svobodnom proizvedenii lup s konechnym chislom obrazuyushchikh.}{\MI {\bf 2/2}, 84-95.}
\B{70}{O svobodnykh proizvedeniyakh i algoritmicheskikh problemakh v R-mnogoobraziyakh universal'nykh algebr.}{DAN SSSR {\bf 193}, 514-517.}
\B{71}{Svobodnye razlozheniya i algoritmicheskie problemy v R-mnogoobraziyakh universal'nykh algebr.}{Mat. Sb. {\bf 85}, 309-338.}
\B{71a}{R-mnogoobraziya kvazigrupp i lup.}{\VTKL 37-47.}
\B{76}{O mnogoobraziyakh (i,j)-privodimykh n-kvazigrupp.}{\SiK 67-72.}

\A{Glukhov M.M., Ctelletskij I.V., Fofanova T.S.}
\B{70}{Teoriya struktur.}{Itogi nauki. Algebra Topologiya. Geometriya. M., 101-154.}

\A{Glukhov M.M., Mukhin A.I.}
\B{77}{Ob uravneniyakh nad kvazigruppami.}{\Sib {\bf 18}, 755-764.}

\A{Gluskin L.M.}
\B{56}{Prodolzhenie gomomorfizmov polugrupp.}{Uch. zap. Khar'kovskogo ped. in.-ta {\bf 18}, 33-39.}
\B{59}{Ideals of semigroups of transformations.}{(Russian) Mat. Sb. {\bf 47}, 111-130.}
\B{61}{Ideals of semigroups.}{(Russian) Mat. Sb. {\bf 55}, 421-448.}
\B{63}{On dense embeddings.}{(Russian) Mat. Sb. {\bf 61}, 175-206.}
\B{70}{Studies in general algebra at Saratov.}{(Russian) \IV {\bf 4}(95), 3-16.}

\A{Gnani G.}
\B{71}{Sulle classi metaideali.}{Matematiche (Catania) {\bf 26}, 368-380.}
\B{72}{Un'osservazione sulle classi metaideali.}{Matematiche (Catania) {\bf 27}, 105-110.}

\A{Goetz A.}
\B{66}{On weak isomorphisms and weak homomorphisms of abstract algebras.}{\CM {\bf 14}, 163-167.}
\B{67}{Algebraic independence in infinite Steiner triple system.}{Notre Dame J. Formal Logic {\bf 8}, 51-55.}
\B{71}{A generalization of the direct product of universal algebras.}{\CM {\bf 22}, 167-176.}

\A{Goetz A., Ryll-Nardzewski C.}
\B{60}{On bases of abstract algebras.}{\BAPS {\bf 8}, 157-161.}

\A{Goetz A., Senft J.R.}
\B{68}{On the structure of normal subdirect powers.}{\BAPS {\bf 16}, 747-750.}

\A{Goguen J.A., Thatcher J.W., Wagner E.G., Wright J.B.}
\B{76}{Some fundamentals of order-algebraic semantics.}{IBM Research Report, RC 6020.}
\B{77}{An initial algebra approach to the specification, correctness, and implemeentation of abstract data types.}{IBM Research Report, RC 6487.}
\B{77a}{Initial algebra semantics and continuous algebras.}{J. Assoc. Comput. Mach. {\bf 24}, 68-95.}

\A{Go\l ab S.}
\B{74}{Theorie der Quasigruppen.}{Postdam. Forsch. R. B/3, 137-151.}

\A{Goldberg M.S.}
\B{83}{Distributive double p-algebras whose congruence lattices are chains.}{\AU {\bf 17}, 208-215.}

\A{Gol'dberg V.V.}
\B{75}{Ob invariantnoj kharakteristike nekotorykh uslovij zamykaniya v ternarnykh kvazigruppakh.}{\Sib {\bf 16/1}, 29-43.}

\A{Goldie A.W.}
\B{50}{The Jordan-H\"older theorem for general abstract algebras.}{\PLMS {\bf 52}, 107-131.}
\B{52}{The scope of the Jordan-H\"older theorem in abstract algebra.}{\PLMS {\bf 2}, 349-368.}
\B{52a}{On direct decompositions I.}{Proc. Cambridge Phil. Soc. {\bf 48}, 1-22.}
\B{52b}{On direct decompositions II.}{Proc. Cambridge Phil. Soc. {\bf 48}, 23-34.}

\A{Goldstern M.}
\B{97}{Most algebras have the interpolation property.}{\AU {\bf 38}, 97-114.}

\A{Goldstern M., Shelah S.}
\B{97}{A partial order where all monotone maps are definable.}{\FM {\bf 152}, 255-265.}
\B{98}{Order polynomially complete lattices must be large.}{\AU {\bf 39}, 197-209.}
\B{99}{There are no infinite order polynomially complete lattices, after all.}{\AU {\bf 42}, 49-57.}
\B{02}{Antichains in products of linear orders.}{Order {\bf 19}, 213-222.}

\A{Golema K.}
\B{64}{Free products of compact general algebras.}{\CM {\bf 13}, 165-166.}

\A{Golema-Hartman K.}
\B{73}{Idempotent reducts of abelian groups and minimal algebras.}{\BAPS {\bf 21}, 809-812.}

\A{Golomb S.W.}
\B{63}{Distinct elements in non-commutative groups and loops.}{\AMM {\bf 70}, 541-544.}

\A{Golovko I.A.}
\B{69}{F-kvazigruppy s idempotentnymi elementami.}{\MI {\bf 4/2}, 137-143.}
\B{70}{Nekotorye zamechaniya ob endotopiyakh v kvazigruppakh.}{\BASM No.1, 12-17.}
\B{70a}{O lupakh, izotopnykh F-kvazigruppam.}{\BASM No.2, 3-13.}
\B{71}{Usloviya zamykaniya v kvazigruppakh.}{\BASM No.3, 17-21.}
\B{74}{$\Pi$-tozhdestva v primitivnykh kvazigruppakh.}{\BASM No.1, 12-17.}
\B{75}{$\Pi$-gruppoidy i $\Pi$-seti.}{\MI {\bf 10/3}, 29-43.}

\A{Gomes G.M.S., Howie J.M.}
\B{95}{Idempotent endomorphisms of an independence algebra of finite rank.}{Proc. Edinburgh Math. Soc. {\bf 38}, 107-116.}

\A{Gonchigdorzh R.}
\B{79}{O mnogoobraziyakh associativnykh algebr s $\cup$-distributivnym proizvedeniem podmnogoobrazij.}{\Sib {\bf 20}, 529-538.}

\A{Gongora E.}
\B{73}{A proof of the first isomorphism theorem by means of exact sequences.}{Univ. Nac. Tucum\'an, Rev. Ser. A {\bf 23}, 215-219}.

\A{Goodaire E.G., Robinson D.A.}
\B{82}{Loops which are cyclic extensions of their nuclei.}{Compos. math. {\bf 45}, 341-356.}

\A{Goodearl K.R., Wehrung F.}
\B{01}{Representations of distributive semilattices in ideal lattices of various algebraic structures.}{\AU {\bf 45}, 71-102.}

\A{Goral\v c\'\i k P.}
\B{79}{O jednom p\v ekn\'em algebraick\'em v\'ysledku.}{Univ. zpr\'avy.}

\A{Goral\v c\'\i k P., Goral\v c\'\i kov\'a A., Koubek V.}
\B{80}{Testing of properties of finite algebras.}{Lecture Notes in Comput. Sci. {\bf 85}, 273-281.}

\A{Goral\v c\'\i k P., Goral\v c\'\i kov\'a A., Koubek V., R\"odl V.}
\B{81}{Fast recognition of rings and lattices.}{Lecture Notes in Comput. Sci. {\bf 117}, 137-145.}

\A{Goral\v c\'\i k P., Koubek V.}
\B{76}{Translation extensions of semigroups.}{\CMSJB {\bf 20}, 173-218.}
\B{79}{Pseudovarieties and pseudotheories.}{\CMSJB {\bf 28}, 301-324.}
\B{82}{There are too many subdirectly irreducible bands.}{\AU {\bf 15}, 187-194.}

\A{Goral\v c\'\i k P., Koubek V., Pr\"ohle P.}
\B{86}{A universality condition for varieties of 0,1-lattices.}{\CMSJB {\bf 43}, 143-154.}

\A{Goral\v c\'\i k P., Koubek V., Ry\v slinkov\'a J.}
\B{82}{On syntacticity of finite regular semigroups.}{\SF {\bf 25}, 73-81.}

\A{Goral\v c\'\i k P., Koubek V., Sichler J.}
\B{90}{Universal varieties of (0,1)-lattices.}{Canad. J. Math. {\bf 42}, 470-490.}

\A{Goralcik P., Vanicek T.}
\B{?}{Binary patterns in binary words.}{}

\A{Goral\v c\'\i kov\'a A., Koubek V.}
\B{79}{A reduct and closure algorithm for graphs.}{Lecture Notes in Comput. Sci. {\bf 74}, 301-307.}

\A{Gorazd T.}
\B{97}{The isomorphism testing for directly representable varieties.}{Reports on Math. Logic {\bf 31}, 75-92.}
\B{03}{Fast isomorphism testing in arithmetical varieties.}{\IJAC {\bf 13}, 499-506.}

\A{Gorazd T.A., Idziak P.M.}
\B{95}{The isomorphism problem for varieties generated by a two-element algebra.}{\AU {\bf 34}, 430-439.}

\A{Gorbunov V.A.}
\B{76}{O reshetkakh kvazimnogoobrazij.}{\AiL {\bf 15}, 436-457.}
\B{77}{Covers in lattices of quasivarieties and independent axiomatizability.}{\AiL {\bf 16}, 507-548.}
\B{78}{Kanonicheskie razlozheniya v polnykh reshetkakh.}{\AiL {\bf 17}, 495-511.}
\B{83}{Kvazitozhdestva dvukhelementnykh algebr.}{\AiL {\bf 22/2}, 121-127.}
\B{84}{Characterization of residually small quasivarieties.}{(Russian), DAN SSSR {\bf 275}, 293-296.}
\B{94}{The structure of lattices of quasivarieties.}{\AU {\bf 32}, 493-530.}
\B{95}{The structure of the lattices of varieties and lattices of quasivarieties: their similarity and difference. I, II.}{Algebra Logic {\bf 34}, 73-86, 203-218.}
\B{99}{Algebraic theory of quasivarieties.}{(Algebraicheskaya teoriya kvazimnogoobrazij.) (Russian) Sibirskaya Shkola Algebry i Logiki. 5. Novosibirsk: Nauchnaya Kniga, xii+368 p. English translation by Plenum, New York, 1998, xii+298 p.}
\B{01}{Viktor Aleksandrovich Gorbunov 1950-1999.}{\AU {\bf 46}, 1-5.}

\A{Gorbunov V., Kravchenko A.}
\B{01}{Antivarieties and colour-families of graphs.}{\AU {\bf 46}, 43-67.}

\A{Gorbunov V.A., Smirnov D.M.}
\B{81}{Finite algebras and the general theory of quasivarieties.}{\CMSJB {\bf 28}, 325-332.}

\A{Gorbunov V.A., Tumanov V.I.}
\B{80}{Ob odnom klasse reshetok kvazimnogoobrazij.}{\AiL {\bf 19}, 59-80.}
\B{80a}{O stroenii reshetok kvazimnogoobrazij.}{DAN SSSR {\bf 254}, 272-275.}
\B{80b}{On the structure of lattices of quasivarieties.}{Soviet Math. Dokl. {\bf 22}, 333-336.}
\B{81}{O sushchestvovanii prostykh idealov v poludistributivnykh reshetkakh.}{Preprint AS-1, Institut Matematiki SO AN SSSR.}
\B{82}{Stroenie reshetok kvazimnogoobrazij.}{Matem. logika i teoriya algoritmov, Trudy Inst. Matem. Tom 2, Nauka, Novosibirsk, 12-44.}
\B{83}{On the existence of prime ideals in semidistributive lattices.}{\AU {\bf 16}, 258-252.}

\A{Gorchakov Yu.M.}
\B{67}{Mnogoobrazie, porozhdennoe konechnoj gruppoj.}{\AiL {\bf 6/3}, 9-11.}

\A{Gorenstein D., Lyons R., Solomon R.}
\B{00}{The classification of finite simple groups.}{Math. Surveys and Monographs {\bf 40.1}, AMS.}

\A{Gorinchoj P.V.}
\B{78}{Svobodnye lupy i bazisnyj rang mnogoobraziya k-nil'potentnykh TS-lup.}{Materialy konf. Metody algebry i funkcional'n. analiza pri issled. semejstv operatorov. Tartu, 108-110.}

\A{G\"orlich A., Kalinowski R., Meszka M., Pil\'sniak M., Wo\'zniak M.}
\B{07}{A note on decompositions of transitive tornaments.}{\DM {\bf 307}, 896-904.}

\A{Gorn S.}
\B{40}{On incidence geometries.}{\BAMS {\bf 46}, 158-167.}

\A{Gould M.}
\B{66}{On extensions of Schreier's theorem to universal algebras.}{\SSMH {\bf 1}, 369-377.}
\B{68}{Multiplicity type and subalgebra structure in universal algebras.}{\PJM {\bf 26}, 469-485.}
\B{70}{On versatile monoids of endomorphisms.}{Proc. Conf. on Universal Algebra (Queen's Univ., Kingston, Ont. 1969, 246-257.}
\B{71}{Multiplicity type and subalgebra structure in infinitary universal algebras.}{\CM {\bf 24}, 109-116.}
\B{72}{Subalgebra maps induced by endomorphisms and automorphisms of algebras.}{\AU {\bf 2}, 88-94.}
\B{72a}{Automorphism groups of algebras of finite type.}{\CanJM {\bf 24}, 1065-1069.}
\B{72b}{Automorphism and subalgebra structure in algebras of finite type.}{\AU {\bf 2}, 369-374.}
\B{72c}{A note on automorphisms of groupoids.}{\AU {\bf 2}, 54-56.}
\B{74}{Representable epimorphisms of monoids.}{Compositio Math. {\bf 29}, 213-222.}
\B{74a}{Endomorphisms of direct squares of algebras.}{Notices AMS {\bf 21}, 74T-A7.}
\B{75}{An equational spectrum giving cardinalities of endomorphism monoids.}{\CanMB {\bf 18}, 427-429.}
\B{75a}{Endomorphism and automorphism structure of direct squares of universal algebras.}{\PJM {\bf 59}, 69-84.}
\B{77}{Automorphism groups of free algebras and direct powers.}{\CMSJB {\bf 29}, 331-334.}
\B{77a}{An easy proof of Ponizovski's theorem.}{\SF {\bf 15}, 181-182.}
\B{82}{Rectangular bands in universal algebra: Two applications.}{\AS {\bf 44}, 271-279.}
\B{?}{Versatile endomorphism monoids.}{}

\A{Gould M., Gratzer G.}
\B{67}{Boolean extensions and normal subdirect powers of finite universal algebras.}{Math. Z. {\bf 99}, 16-25.}

\A{Gould M., Iskra J.A.}
\B{84}{Globally determined classes of semigroups.}{\SF {\bf 28}, 1-11.}
\B{84a}{Embedding in globals of groups and semilattices.}{\SF {\bf 28}, 61-71.}

\A{Gould M., Iskra J.A., P\'alfy P.P.}
\B{86}{Embedding in globals of finite semilattices.}{\CMJ {\bf 36}, 87-92.}

\A{Gould M., Iskra J.A., Tsinakis C.}
\B{84}{Globally determined lattices and semilattices.}{\AU {\bf 19}, 137-141.}
\B{84a}{Globals of completely regular periodic semigroups.}{\SF {\bf 29}, 365-374.}

\A{Gould M., James H.H.}
\B{79}{Automorphism groups retracting onto symmetric groups.}{\PJM {\bf 81}, 93-100.}

\A{Gould M., Morel A.C., Tsinakis C.}
\B{84}{Cofinality in universal algebra.}{in: Algebra and Order, Proc. of the first international symposium on algebra and order, Heldermann-Verlag, Berlin, 303-311.}
\B{86}{Cofinality of algebras.}{\AU {\bf 22}, 253-278.}

\A{Gould M., Platt C.R.}
\B{71}{Versatile monoids and versatile categories.}{\AU {\bf 1}, 54-62.}
\B{71a}{Semilattice maps induced by homomorphisms of algebras.}{\AU {\bf 1}, 90-92.}

\A{Gould M., Richardson R.E.}
\B{83}{Translational hulls of polynomially related semigroups.}{\CMJ {\bf 33}, 95-100.}

\A{Gould V.}
\B{95}{Independence algebras.}{\AU {\bf 33}, 294-318.}

\A{Grabowski J.-U.}
\B{97}{Binary operations suffice to test collapsing of monoidal intervals.}{\AU {\bf 38}, 92-95.}

\A{Graczy\'nska E.}
\B{77}{On the sums of double systems of lattices.}{\CMSJB {\bf 17}, 161-166.}
\B{77a}{On connections between sums of double systems of algebras and direct limits.}{\CMSJB {\bf 29}.}
\B{81}{On regular and symmetric identities.}{Polish Acad. Sci. Inst. Philos. Sociol. Bull. Sect. Logic {\bf 10}, 104-107.}
\B{82}{On normal identities.}{\BAPS {\bf 30}, 403-405.}
\B{83}{On regular identities.}{\AU {\bf 17}, 369-375.}
\B{83a}{On regular and symmetric identities II.}{Polish Acad. Sci. Inst. Philos. Sociol. Bull. Sect. Logic {\bf 11}, 100-102.}
\B{83b}{Proofs of unary regular identities.}{Demonstratio Math. {\bf 16}, 925-929.}
\B{83c}{The lattice of varieties of algebras with zero.}{\CMSJB {\bf 33}, 449-456.}
\B{98}{G.Birkhoff's theorem for M-solid varieties.}{\AU {\bf 40}, 109-117.}
\B{?}{On bases for normal identities.}{}

\A{Graczynska E., Gr\"atzer G.}
\B{80}{On double systems of lattices.}{Demonstratio Math. {\bf 13}, 743-747.}

\A{Graczy\'nska E., Kelly D., Winkler P.}
\B{86}{On the regular part of varieties of algebras.}{\AU {\bf 23}, 77-84.}

\A{Graczy\'nska E., Pastijn F.}
\B{81}{Proofs of regular identities.}{Polish Acad. Sci. Inst. Philos. Sociol. Bull. Sect. Logic {\bf 10}, 35--37.}
\B{82}{Proofs of regular identities.}{\HJM {\bf 8}, 61-67.}
\B{82a}{Marczewski independence in P\l onka sums.}{Math. Japon {\bf 27}, 49-61.}
\B{84}{A generalization of P\l onka sums.}{\FM {\bf 120}, 53-62.}

\A{Graczy\'nska E., Schweigert D.}
\B{90}{Hypervarieties of a given type.}{\AU {\bf 27}, 305-318.}
\B{03}{Hybrid bases for varieties of semigroups.}{\AU {\bf 50}, 129-139.}

\A{Graczy\'nska E., Wro\'nski A.}
\B{75}{On normal Agassiz systems of algebras.}{Polish Acad. Sci. Inst. Philos. Sociol. Bull. Sect. Logic {\bf 4}, 143-149.}
\B{75a}{On weak Agassiz systems of algebras.}{Polish Acad. Sci. Inst. Philos. Sociol. Bull. Sect. Logic {\bf 4}, 150-153.}

\A{Graev M.I., Koganov A.V.}
\B{03}{Geometric and topological structures related to universal algebras.}{Russian J. of Math. Physics {\bf 10}, 1-34.}

\A{Gramaglia H., Vaggione D.J.}
\B{97}{(Finitely) subdirectly irreducibles and Birkhoff-like sheaf representation for certain varieties of lattice ordered structures.}{\AU {\bf 38}, 56-91.}

\A{Gramma P. I.}
\B{65}{K ponyatiyu centra v kvazigruppakh.}{\IsOA. Kishinev, 81-88.}

\A{Gran M., Rosick\'y J.}
\B{04}{Special reflexive graphs in modular varieties.}{\AU {\bf 52}, 89-102.}

\A{Gr\"atzer G.}
\B{59}{Standard ideals.}{(Hungarian) Magyar Tud. Akad. Mat. Fiz. Oszt. K\"ozl. {\bf 9}, 81-97.}
\B{62}{A characterization of neutral elements in lattices. (Notes on Lattice Theory. I.)}{Magyar Tud. Akad. Mat. Kutat\'o Int. K\"ozl. {\bf 7}, 191-192.}
\B{62a}{On Boolean functions. (Notes on Lattice Theory. II.)}{Rev. Roumaine Math. Pures Appl. {\bf 7}, 693-697.}
\B{62b}{A representation theorem for multi-algebras.}{Arch. Math. {\bf 13}, 452-456.}
\B{63}{A generalization of Stone's representation theorem for Boolean algebras.}{Duke J. Math. {\bf 30}, 469-474.}
\B{63a}{On semi-discrete lattices whose congruence relations form a Boolean algebra.}{\AH {\bf 14}, 441-445.}
\B{63b}{A theorem on doubly transitive permutation groups with application to universal algebras.}{\FM {\bf 53}, 25-41.}
\B{63c}{Free algebras over first order axiom systems.}{Magyar Tud. Akad. Mat. Kutat\'o Int. K\"ozl. {\bf 8}, 193-199.}
\B{63d}{On the Jordan-H\"older theorem for universal algebras.}{Magyar Tud. Akad. Mat. Kutat\'o Int. K\"ozl. {\bf 8}, 397-406.}
\B{64}{Boolean functions on distributive lattices.}{\AH {\bf 15}, 195-201.}
\B{64a}{On the class of subdirect powers of a finite algebra.}{\AS {\bf 25}, 160-168.}
\B{65}{On the family of certain subalgebras of a universal algebra.}{\NAW {\bf 68}, 790-802.}
\B{66}{Equational classes of lattices.}{Duke J. Math. {\bf 33}, 613-622.}
\B{66a}{On bases of infinitary algebras.}{(Abstract) Notices AMS {\bf 13}, 592.}
\B{66b}{Equivalence relations of cardinals induced by equational classes of infinitary algebras.}{(Abstract) Notices AMS {\bf 13}, 632-633.}
\B{67}{A new notion of independence in universal algebras.}{\CM {\bf 17}, 225-234.}
\B{67a}{On the endomorphism semigroup of simple algebras.}{Math. Ann. {\bf 170}, 334-338.}
\B{67b}{On coverings of universal algebras.}{\AM {\bf 18}, 113-117.}
\B{67c}{On spectra of classes of algebras.}{\PAMS {\bf 18}, 729-735.}
\B{68}{Universal algebra.}{D. Van Nostrand, Princeton, N.J.}
\B{68a}{On the existence of free structures over universal classes.}{Math. Nachr. {\bf 36}, 135-140.}
\B{68b}{On polynomial algebras and free algebras.}{\CanJM {\bf 20}, 575-581.}
\B{69}{Stone algebras form an equational class. (Notes on Lattice Theory. III.)}{\JAuMS {\bf 9}, 308-309.}
\B{69a}{Free $\Sigma$-structures.}{\TAMS {\bf 135}, 517-542.}
\B{70}{Composition of functions.}{Proc. Conf. on Universal Algebra (Queen's Univ., Kingston, Ont., 1-106.}
\B{70a}{Universal algebra. Trends in Lattice Theory.}{Van Nostrand-Reinhold, New York, 173-215.}
\B{70b}{Two Mal'cev type theorems in universal algebras.}{J. Combin. Theory {\bf 8}, 334-342.}
\B{70c}{Chapter on Universal algebra. Trends in lattice theory.}{ed. by J. C. Abbott, Van Nostrand Reinhold, New York.}
\B{71}{Lattice theory. First concepts and distributive lattices.}{W. H. Freeman and Co., San Francisco, California.}
\B{71a}{A reduced free product of lattices.}{\FM {\bf 73}, 21-27.}
\B{73}{Free products and reduced free products of lattices.}{\PHLT 539-563.}
\B{74}{A property of transferable lattices.}{\PAMS {\bf 43}, 269-271.}
\B{75}{A note on the amalgamation property.}{Abstract. Notices AMS {\bf 22}, A-453.}
\B{76}{On the amalgamation property.}{(Abstract) Notices AMS {\bf 23}, A-268.}
\B{78}{General lattice theory.}{Pure and Applied Mathematics {\bf 75}, Academic Press, New York; Mathematische Reihe, Band 52, Birkh\"auser Verlag, Basel; Akademie Verlag, Berlin.}
\B{79}{Universal algebra, Second edition.}{Springer-Verlag, New York.}
\B{80}{General lattice theory: 1979 problem update.}{\AU {\bf 11}, 396-402.}
\B{84}{Universal algebra and lattice theory: a story and three research problems.}{Universal algebra and its links with logic, algebra, combinatorics and computer science. R and E Res. Exp. Math. {\bf 4}, 1-13.}
\B{87}{The amalgamation property in lattice theory.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 9}, 273-289.}
\B{02}{Varieties of lattices.}{in: The concise handbook of algebra. Kluwer Acad. Publ., 442-446.}

\A{Gr\"atzer G., Hajnal A.}
\B{99}{On isotone maps on a countable lattice.}{\AU {\bf 41}, 85-86.}

\A{Gr\"atzer G., Hajnal A., Kelly D.}
\B{79}{Chain conditions in free products of lattices with infinitary operations.}{\PJM {\bf 83}, 107-115.}

\A{Gr\"atzer G., Huhn A.P.}
\B{79}{Common refinements of amalgamated free product of lattices.}{Notices AMS {\bf 26}, A-425.}
\B{80}{A note on finitely presented lattices.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 2}, 291-296.}
\B{81}{Amalgamated free product of lattices. II. Generating sets.}{\SSMH {\bf 16}, 141-148.}
\B{82}{Amalgamated free product of lattices. I. The common refinement property.}{\AS {\bf 44}, 53-66.}
\B{84}{Amalgamated free product of lattices. III. Free generating sets.}{\AS {\bf 47}, 265-275.}

\A{Gr\"atzer G., Huhn A.P., Lakser H.}
\B{81}{On the structure of finitely presented lattices.}{\CanJM {\bf 33}, 404-411.}

\A{Gr\"atzer G., J\'onsson B., Lakser H.}
\B{73}{The amalgamation property in equational classes of modular lattices.}{\PJM {\bf 45}, 507-524.}

\A{Gr\"atzer G., Kelly D.}
\B{77}{When is the free product of lattices complete?}{\PAMS {\bf 66}, 6-8.}
\B{77a}{A normal form theorem for lattices completely generated by subsets.}{\PAMS {\bf 67}, 215-218.}
\B{77b}{On the product of lattice varieties.}{(Abstract) Notices AMS {\bf 24}, A-526.}
\B{80}{On a special type of subdirectly irreducible lattice with an application to products of varieties.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 2}, 43-48.}
\B{83}{A survey of products of lattice varieties.}{\CMSJB {\bf 33}, 457-472.}
\B{84}{The free m-lattice on the poset H.}{Order {\bf 1}, 47-65.}
\B{84a}{Free $m$-products of lattices.}{\CM {\bf 48}, 181-192.}
\B{84b}{The construction of some free $m$-lattices on posets.}{Orders: description and roles {\bf 99}, 103-117.}
\B{85}{Products of lattice varieties.}{\AU {\bf 21}, 33-45.}
\B{85a}{A technique to generate $m$-ary free lattices from finitary ones.}{\CanJM {\bf 37}, 324-336.}
\B{87}{The lattice variety $D\circ D$.}{\AS {\bf 51}.}
\B{88}{Subdirectly irreducible members of products of lattice varieties.}{\PAMS {\bf 102}, 483-489.}
\B{05}{A new lattice construction.}{\AU {\bf 53}, 253-265.}

\A{Gr\"atzer G., Kisielewicz A.}
\B{92}{A survey of some open problems on $p_n$-sequences and free spectra of algebras and varieties.}{Universal Algebra and Quasigroup Theory, Heldermann Verlag, Berlin, 57-88.}

\A{Gr\"atzer G., Kisielewicz A., Wolk B.}
\B{92}{An equational basis in four variables for the three-element tournament.}{\CM {\bf 63}, 41--44.}

\A{Gr\"atzer G., Koh K.M., Makkai M.}
\B{72}{On the lattice of subalgebras of a Boolean algebra.}{\PAMS {\bf 36}, 87-92.}

\A{Gr\"atzer G., Lakser H.}
\B{68}{Extension theorems on congruences of partial lattices.}{Abstract. Notices AMS {\bf 15}, 732, 785.}
\B{69}{Chain conditions in the distributive free product of lattices.}{\TAMS {\bf 144}, 301-312.}
\B{69a}{Some applications of free distributive products.}{Abstract. Notices AMS {\bf 16}, 405.}
\B{69b}{Equationally compact semilattices.}{\CM {\bf 20}, 27-30.}
\B{71}{The structure of pseudocomplemented distributive lattices II. Congruence extension and amalgamation.}{\TAMS {\bf 156}, 343-358.}
\B{71a}{Identities for equational classes generated by tournaments.}{Abstract. Notices AMS {\bf 18}, 794.}
\B{72}{The structure of pseudocomplemented distributive lattices III. Injective and absolute subretracts.}{\TAMS {\bf 169}, 475-487.}
\B{72a}{Two observations on the congruence extension property.}{\PAMS {\bf 35}, 63-64.}
\B{73}{A note on the implicational class generated by a class of structures.}{\CanMB {\bf 16}, 603-605.}
\B{73a}{Three remarks on the arguesian identity.}{Abstract. Notices AMS {\bf 20}, A-253, A-313.}
\B{74}{Free lattice like sublattices of free products of lattices.}{\PAMS {\bf 44}, 43-45.}
\B{75}{Finitely presented lattices I.}{Abstract. Notices AMS {\bf 22}, A-380.}
\B{78}{A variety of lattices whose quasivarieties are varieties.}{\AU {\bf 8}, 135-136.}
\B{79}{The lattice of quasivarieties of lattices.}{\AU {\bf 9}, 102-115.}
\B{88}{Identities for globals (complex algebras) of algebras.}{\CM {\bf 56}, 19-29.}
\B{05}{Freely adjoining a relative complement to a lattice.}{\AU {\bf 53}, 189-210.}

\A{Gr\"atzer G., Lakser H., J\'onsson B.}
\B{73}{The amalgamation property in equational classes of modular lattices.}{\PJM {\bf 45}, 507-524.}

\A{Gr\"atzer G., Lakser H., Platt C.R.}
\B{70}{Free products of lattices.}{\FM {\bf 69}, 233-240.}

\A{Gr\"atzer G., Lakser H., P\l onka J.}
\B{69}{Joins and direct products of equational classes.}{\CanMB {\bf 12}, 741-744.}

\A{Gr\"atzer G., Lakser H., Quackenbush R.W.}
\B{80}{On the lattice of quasivarieties of distributive lattices with pseudocomplementation.}{\AH {\bf 42}, 257-263.}
\B{81}{The structure of tensor products of semilattices with zero.}{\TAMS {\bf 267}, 503-515.}

\A{Gr\"atzer G., Lakser H., Schmidt E.T.}
\B{00}{Congruence representations of join-homomorphisms of finite distributive lattices: size and breadth.}{\JAuMS {\bf 68}, 85-103.}

\A{Gr\"atzer G., Lakser H., Wehrung F.}
\B{00}{Congruence amalgamation of lattices.}{\AS {\bf 66}, 3-22.}

\A{Gr\"atzer G., Lampe W.A.}
\B{67}{On the subalgebra lattice of universal algebras.}{J. Algebra {\bf 7}, 263-270.}
\B{71}{Representations of complete lattices as congruence lattices of infinitary algebras.}{(Abstracts) Notices AMS {\bf 18}, A-937; {\bf 19}, A-683.}
\B{?1}{Representation theorems related to congruence lattices of algebras.}{Advances in Math.}
\B{?2}{Modular algebraic lattices as congruence lattices of universal algebras.}{}

\A{Gr\"atzer G., McKenzie R.}
\B{67}{Equational spectra and reduction of identities.}{(Abstract) Notices AMS {\bf 20}, A-505.}

\A{Gr\"atzer G., Padmanabhan R.}
\B{71}{On idempotent, commutative, and nonassociative groupoids.}{\PAMS {\bf 28}, 75-80.}
\B{78}{Symmetric difference in abelian groups.}{\PJM {\bf 74}, 339-347.}

\A{Gr\"atzer G., Platt C.R.}
\B{77}{A characterization of sharply transferable lattices.}{(Abstract) Notices AMS {\bf 24}, A-62.}
\B{78}{Two embedding theorems for Ls.}{\PAMS {\bf 69}, 21-24.}
\B{80}{A characterization of sharply transferable lattices.}{\CanJM {\bf 32}, 145-154.}

\A{Gr\"atzer G., Platt C.R., Sands B.}
\B{77}{Lattice ideal embedding theorems.}{(Abstract) Notices AMS {\bf 24}, A-527.}
\B{79}{Embedding lattices into ideal lattices.}{\PJM {\bf 85}, 65-75.}

\A{Gr\"atzer G., P\l onka J.}
\B{70}{On the number of polynomials of a universal algebra.}{\CM {\bf 22}, 13-19.}
\B{70a}{A characterization of semilattices.}{\CM {\bf 22}, 21-24.}
\B{70b}{On the number of polynomials of an idempotent algebra I.}{\PJM {\bf 32}, 697-709.}
\B{73}{On the number of polynomials of an idempotent algebra II.}{\PJM {\bf 47}, 99-113.}

\A{Gr\"atzer G., P\l onka J., Sekanina A.}
\B{70}{On the number of polynomials of a universal algebra I.}{\CM {\bf 22}, 9-11.}

\A{Gr\"atzer G., Schmidt E.T.}
\B{57}{On the Jordan-Dedekind chain condition.}{\AS {\bf 18}, 52-56.}
\B{57a}{On a problem of M. H. Stone.}{\AH {\bf 8}, 455-460.}
\B{58}{On the lattice of all join-endomorphisms of a lattice.}{\PAMS {\bf 9}, 722-726.}
\B{58a}{Characterizations of relatively complemented distributive lattices.}{\PMD {\bf 5}, 275-287.}
\B{58b}{Two notes on lattice-congruences.}{\AnnUSB {\bf 1}, 83-87.}
\B{58c}{On ideal theory for lattices.}{\AS {\bf 19}, 82-92.}
\B{58d}{Ideals and congruence relations in lattices.}{\AH {\bf 9}, 137-175.}
\B{58e}{On the generalized Boolean algebra generated by a distributive lattice.}{Indag. Math. {\bf 20}, 547-553.}
\B{60}{On inaccessible and minimal congruence relations I.}{\AS {\bf 21}, 337-342.}
\B{61}{Standard ideals in lattices.}{\AH {\bf 12}, 17-86.}
\B{62}{On congruence lattices of lattices.}{\AH {\bf 13}, 179-185.}
\B{63}{Characterizations of congruence lattices of abstract algebras.}{\AS {\bf 24}, 34-59.}
\B{99}{Sublattices and standard congruences.}{\AU {\bf 41}, 151-153.}
\B{01}{Regular congruence-preserving extensions of lattices.}{\AU {\bf 46}, 119-130.}
\B{03}{Finite lattices with isoform congruences.}{Tatra Mt. Math. Publ. {\bf 27}, 111-124.}
\B{03a}{Representing congruence lattices of lattices with partial unary operations as congruence lattices of lattices. I. Interval equivalence.}{\JA {\bf 268}, 136-159.}
\B{04}{Finite lattices and congruences. A survey.}{\AU {\bf 52}, 241-278.}

\A{Gr\"atzer G., Schmidt E.T., Wang D.}
\B{97}{A short proof of a theorem of Birkhoff.}{\AU {\bf 37}, 253-255.}

\A{Gr\"atzer G., Sichler J.}
\B{70}{On the endomorphism semigroup (and category) of bounded lattices.}{\PJM {\bf 35}, 639-647.}
\B{71}{Endomorphism semigroups (and categories) of bounded lattices.}{\PJM {\bf 36}, 639-647.}
\B{74}{Free products of hopfian lattices.}{\JAuMS {\bf 17}, 234-245.}
\B{74a}{On generating free products of lattices.}{\PAMS {\bf 46}, 9-14.}
\B{74b}{Agassiz sum of algebras.}{\CM {\bf 30}, 57-59.}
\B{75}{Free decompositions of a lattice.}{\CanJM {\bf 27}, 276-285.}
\B{00}{On the endomorphism monoids of (uniquely) complemented lattices.}{\TAMS {\bf 352}, 2429-2444.}

\A{Gr\"atzer G., Wehrung F.}
\B{98}{A survey of tensor products and relatded constructions in two lectures.}{The Szeged Meeting, 1998, issue of Algebra Universalis.}
\B{99}{The $M_3[D]$ construction and n-modularity.}{\AU {\bf 41}, 87-114.}
\B{00}{Tensor products of lattices with zero, revisited.}{J. Pure Appl. Algebra {\bf 147}, 273-301.}
\B{00a}{The strong independence theorem for automorphism groups and congruence lattices of arbitrary lattices.}{Adv. in Appl. Math. {\bf 24}, 181-221.}
\B{01}{A survey of tensor products and related constructions in two lectures.}{\AU {\bf 45}, 117-134.}
\B{03}{On the number of join-irreducibles in a congruence representation of a finite distributive lattice.}{\AU {\bf 49}, 165-178.}

\A{Gr\"atzer G., Wenzel G.H.}
\B{67}{On the concept of congruence relation in partial algebras.}{\MS {\bf 20}, 275-280.}

\A{Gr\"atzer G., Whitney S.}
\B{78}{Infinitary varieties of structures closed under the formation of complex structures.}{(Abstract) Notices AMS {\bf 25}, A-224.}
\B{84}{Infinitary varieties of structures closed under the formation of complex structures.}{\CM {\bf 48}, 1-5.}

\A{Gr\"atzer G., Wolk B.}
\B{70}{Finite projective distributive lattices.}{\CanMB {\bf 13}, 139-140.}

\A{Gr\"atzer G., Wonenburger M.}
\B{62}{Some examples of complemented modular lattices.}{\CanMB {\bf 5}, 111-121.}

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\B{46}{Pryamye summy v dedekindovykh strukturakh.}{Mat. sb. {\bf 19}, 439-50.}
\B{47}{Izomorfizmy pryamykh razlozhenij v dedekindovykh strukturakh.}{\Izv {\bf 11}, 33-46.}

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\B{47}{Ternary Boolean algebra.}{\BAMS {\bf 53}, 567-572.}
\B{51}{A ternary operation related to the complete disjunction Boolean algebra.}{Univ. Nac. Tucuman Rev. Ser. A {\bf 8}, 121-126.}

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\B{?}{Automorphisms of the lattice of equational theories of commutative semigroups.}{Preprint}

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\B{00}{Covering relation for equational theories of commutative semigroups.}{J. Algebra {\bf 232}, 493-506.}

\A{Green J.A.}
\B{52}{A duality in abstract algebra.}{\JLMS {\bf 27}, 64-73.}

\A{Green T.C., Tarski A.}
\B{70}{The minimum cardinality of equational bases for varieties of groups and rings.}{(Abstract) Notices AMS {\bf 17}, 429-430.}

\A{Greene C.}
\B{70}{A rank inequality for finite geometric lattices.}{J. Combin. Theory {\bf 9}, 357-364.}

\A{Griepentrog R.D., Weinert H.J.}
\B{76}{Embedding semirings into semirings with identity.}{\CMSJB {\bf 20}, 225-245.}

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\B{84}{Maximum antichains in the product of chains.}{Order {\bf 1}, 21-28.}

\A{Grillet P.A.}
\B{05}{Natural classes of universal algebras.}{\AU {\bf 53}, 491-503.}

\A{Grillet P.A., Varlet J.C.}
\B{67}{Complementedness conditions in lattices.}{\BSRL {\bf 36}, 628-642.}

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\B{72}{Extensions of topological partial algebras to topological algebras.}{Theory of sets and topology (in honour of Felix Hausdorff, 1868-1942), VEB Deutsch. Verlag Wissensch., Berlin, 199-207.}

\A{Grinberg A.S.}
\B{?1}{4-stabil'nye mnogoobraziya.}{}
\B{?2}{Ob''edinenie mnogoobrazij par.}{}

\A{Grinberg A.S., Krop L.E.}
\B{?}{Odnorodnye verbal'nye idealy.}{}

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\B{83}{Asimptoticheskie svojstva svobodnykh konechnoporozhdennykh algebr nekotorykh mnogoobrazij.}{\AiL {\bf 22/6}, 608-625.}

\A{Gross H., Herrmann C., Moresi R.}
\B{87}{The classification of subspaces in Hermitean vector spaces.}{J. Algebra {\bf 105}, 516-541.}

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\B{?}{Lattice problems originating in quadratic space theory.}{}

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\B{00}{Dependence relation in pregeometries.}{\AU {\bf 44}, 199-216.}

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\B{75}{Structure inherent in a free groupoid.}{Rocky Mountain J. Math. {\bf 5}, 117-122.}

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\B{93}{The space of convex bodies.}{in: Handbook of Convex Geometry, Vol. A., North-Holland, Amsterdam, 301-318.}

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\B{07}{Graphs of polyhedra; polyhedra as graphs.}{\DM {\bf 307}, 445-463.}

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\B{07}{Pattern avoidance on graphs.}{\DM {\bf 307}, 1341-1346.}

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\B{80}{The translation equation on the loop.}{Aeq. math. {\bf 20}, 297.}

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\B{97}{Quotients of partial abelian monoids.}{\AU {\bf 38}, 395-421.}

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\B{06}{Chain dominated orders.}{Order {\bf 23}, 109-127.}

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\B{65}{On a class of quasigroups.}{Indian J. Math. {\bf 7/1}, 1-7.}

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\B{07}{Faithful embedding on finite order classes.}{Rapport RR-2007-04, Universite d'Orleans, 1-14.}

\A{Gulamov A.R.}
\B{05}{Distributivnye universal'nye algebry i teorema o prostom radikale dlja nekotorych podklassov distributivnych universal'nych algebr.}{Uzbek Math. J. {\bf 2}, 3-9.}

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\B{75}{Mal'cev conditions in sums of varieties and a new Mal'cev condition.}{\AU {\bf 5}, 56-64.}
\B{77}{Congruence-equalities and Mal'cev conditions in regular equational classes.}{\AS {\bf 39}, 265-272.}
\B{78}{\"Uber die L\"osungen von Gleichungssystemen \"uber allgemeinen Algebren.}{Math. Z. {\bf 162}, 51-62.}
\B{78a}{Is there a Mal'cev theory for single algebras?}{\AU {\bf 8}, 320-329.}
\B{79}{Algebras in permutable varieties: Geometrical properties of affine algebras.}{\AU {\bf 9}, 8-34.}
\B{80}{An easy way to the commutator in modular varieties.}{\AM {\bf 34}, 220-228.}
\B{80a}{The little desarguesian theorem for modular varieties.}{\PAMS {\bf 80}, 393-397.}
\B{81}{Congruence modularity is permutability composed with distributivity.}{\AM {\bf 36}, 569-576.}
\B{83}{Geometrical methods in congruence modular algebras.}{Memoirs of the AMS {\bf 45}, no.286.}
\B{84}{Geometrical reasoning and analogy in universal algebra.}{Universal algebra and its links with logic, algebra, combinatorics and computer science, R \& E Res. Exp. Math. {\bf 4}, 14-28.}
\B{84a}{Topological implications in $n$-permutable varieties.}{\AU {\bf 19}, 319-321.}
\B{?1}{Congruence equalities and Mal'cev conditions in regular equational classes.}{\AS.}
\B{?2}{A cancellation theorem for finite algebras.}{\CMSJB {\bf 29}.}

\A{Gumm H.P., Herrmann C.}
\B{79}{Algebras in modular varieties: Baer refinements, cancellation and isotopy.}{\HJM {\bf 5}, 503-523.}

\A{Gumm H.-P., Poguntke W.}
\B{81}{Boolesche Algebra.}{B. I. Hochschultaschenbucher 604.}

\A{Gumm H.P., Ursini A.}
\B{84}{Ideals in universal algebras.}{\AU {\bf 19}, 45-54.}

\A{Gurevi\v c R.}
\B{90}{Equational theory of positive numbers with exponentiation is not finitely axiomatizable.}{Annals of Pure and Applied Logic {\bf 49}, 1--30.}

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\B{81}{Recognizing the real line.}{\TAMS {\bf 265}, 527-534.}

\A{Gurevich Y., Kokorin A.I.}
\B{63}{Universal equivalence of ordered abelian groups.}{(Russian), \AiL {\bf 2}, 37-39.}

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\B{74}{Sootvetstvie Galua i nekotorye teoremy o predstavlenii binarnykh otnoshenij.}{Informacionnyj analiz Ser.2, No.7, 3-6.}

\A{Guti\'errez C.}
\B{02}{Exponent of periodicity of word equations in fixed dimension is polynomial.}{\IJAC {\bf 12}, 593-600.}

\A{Gutierrez J., Moraga C.}
\B{74}{Multithreshold periodic ternary threshold logic.}{4-th Proceedings of the International Symposium on Multiple-valued Logic, Morgantown, W. Virginia, 413-422.}

\A{Gvaramiya A.A.}
\B{66}{Lupy, svyazannye s tret'im usloviem zamykaniya Bola.}{Tr. Sukhumsk. gos. ped. in-ta {\bf 18-19}, 355-358.}
\B{71}{Ob odnom klasse lup.}{Uch. zap. Mosk. gos. ped. in-ta im. V. I. Lenina {\bf 375}, 25-34.}
\B{72}{Yadra ternarnykh kvazigrupp.}{Soobshch. AN GruzSSR {\bf 67/3}, 537-539.}
\B{73}{O i-yadrakh kvazigrupp.}{Soobshch. AN GruzSSR {\bf 69/3}, 537-539.}
\B{74}{Zur Theorie der partiellen gleichm\"assigen Identit\"aten erster Art in Quasigruppen.}{Weiterbildungszentr. Math. Kybern. und Rechentechn. Sekt. Math. No.6, 85-95.}
\B{75}{K teorii chastichnykh uravnoveshennykh tozhdestv pervogo roda na kvazigruppakh.}{Tr. Gruz. s.-kh. in-ta {\bf 17/2}, 181-189.}
\B{75a}{Chastichnye uravnoveshennye tozhdestva dliny pyat' na kvazigruppekh.}{Tr. Gruz. s.-kh. in-ta {\bf 17/2}, 191-203.}
\B{76}{O kvaziavtomorfizmakh grupp.}{\MI {\bf 43}, 82-87.}
\B{78}{$B_3$-lupa, obladayushchaya svojstvom izotopii - izomorfizma.}{Soobshch. AN GruzSSR {\bf 91}, 529-531.}
\B{78a}{Sokratimye chastichnye uravnoveshennye tozhdestva vtorogo roda dliny 3 na kvazigruppakh.}{Soobshch. AN GruzSSR {\bf 89/2}, 288-292.}
\B{78b}{Nesokratimye chastichnye uravnoveshennye tozhdestva vtorogo roda dliny 3 na kvazigruppakh.}{Soobshch. AN GruzSSR {\bf 89/3}, 533-536.}
\B{79}{Gleichm\"assige Identit\"aten 2. Art der L\"ange 3 und 4.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 13/3}, 39-50.}
\B{81}{Ob odnoj podstanovke v abelevoj gruppe.}{Soobshch. AN GruzSSR {\bf 101}, 529-532.}
\B{85}{Algebry Khalmosha i aksiomatiziruemye klassy kvazigrupp.}{\UMN {\bf 40}, 215-216.}

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\B{67}{Ob algoritmicheskikh problemakh dlya nekotorykh klassov kvazigrupp.}{DAN SSSR {\bf 177}, 14-16.}
\B{69}{Reshenie osnovnykh algoritmicheskikh problem v nekotorykh klassakh kvazigrupp s tozhdestvami.}{\Sib {\bf 10}, 297-317.}

\A{Gvaramiya A.A., Lehmann A., Ullrich G.}
\B{74}{Gleichm\"assige Identit\"aten erster Art der L\"ange sechs in Quasigruppen.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 8/3}, 1-11.}

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\B{07}{On the topology of the free complexes of convex geometries.}{\DM {\bf 307}, 274-279.}

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\B{?1}{Congruences on products and subdirect products of algebras.}{\AU.}
\B{?2}{On regular and weakly regular congruences.}{}

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\B{77}{Arithmetical local equational classes and representation of partial functions.}{\CMSJB {\bf 29}, 345-360.}
\B{79}{A concrete ideal multiplication for algebraic systems and its relation to congruence distributivity.}{\AM {\bf 32}, 234-245.}

\A{Hagemann J., Mitschke A.}
\B{73}{On n-permutable congruences.}{\AU {\bf 3}, 8-12.}

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\B{85}{Two notes on the Arguesian identity.}{\AU {\bf 21}, 167-171.}
\B{85a}{Linear lattice proof theory: An overview.}{\LNM {\bf 1149}, 129-141.}
\B{85b}{Proof theory for linear lattices.}{Advances in Math. {\bf 58}, 209-242.}
\B{86}{Arguesian lattices which are not linear.}{Massachusetts Inst. of Tech. preprint.}
\B{87}{Arguesian lattices which are not linear.}{\BAMS {\bf 16}, 121-124.}
\B{91}{Arguesian lattices which are not type-$1$.}{\AU {\bf 28}, 128-137.}

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\B{65}{Representation of finite-length modular lattices.}{\CMJ {\bf 15}, 503-520.}
\B{65a}{Characteristics of modular finite-length lattices.}{\CMJ {\bf 15}, 521-525.}

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\B{65}{The concept of a primitive class of algebras (Birkhoff theorem).}{(Czech) \v Casopis P\v est. Mat. {\bf 90}, 477-486.}
\B{98}{Metamathematics of fuzzy logic.}{Trends in Logic - Studia Logica Library {\bf 4}, Kluwer Academic Publishers, Dordrecht.}

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\B{?}{Inherently nonfinitely based commutative directoid.}{}

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\B{97}{Polynomial size test sets for commutative languages.}{Informatique th\'eorique et Appl. {\bf 31}, 291-304.}

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\B{03}{Annihilators in BCK-algebras.}{\CMJ {\bf 53}, 1001-1007.}

\A{Hales A.W.}
\B{64}{On the non-existence of free complete Boolean algebras.}{\FM {\bf 54}, 45-66.}
\B{70}{Partition representations of free lattices.}{\PAMS {\bf 24}, 517-520.}

\A{Haley D.K.}
\B{70}{On compact commutative Noetherian rings.}{Math. Ann., 272-274.}
\B{73}{Equationally compact Artinian rings.}{\CanJM {\bf 25}, 273-283.}
\B{74}{A note on equational compactness.}{\AU {\bf 4}, 36-40.}
\B{74a}{Note on compactifying Artinian rings.}{\CanJM {\bf 26}, 580-582.}
\B{76}{Equational compactness and compact topologies in rings satisfying A. C. C.}{\PJM {\bf 62}, 99-115.}
\B{77}{Equational compactness in rings and applications to the theory of topological rings.}{Habilitationsschrift, Univ. Mannheim.}

\A{Ha\l kowska K.}
\B{75}{Congruences and automorphisms of algebras belonging to equationall classes defined by non-trivializing equalities.}{\BSRL {\bf 44}, 8-11.}
\B{78}{On formulas preserved by the sum of a direct system of relational structures.}{Math. Nachr. {\bf 86}, 117-120.}
\B{86}{On the join of some varieties of algebras.}{\CMSJB {\bf 43}, 155-159.}
\B{92}{Equational theories of varieties defined by P-compatible identities of Boole'an algebras.}{Beitr\"age zur Algebra und Geometrie {\bf 33}, 103--108.}

\A{Ha\l kowska K., P\l onka J.}
\B{78}{On formulas preserved by the sum of a direct system of relational systems.}{Math. Nachr. {\bf 86}, 117-120.}

\A{Hall M.}
\B{54}{Projective planes and related topics.}{California Institute of Technology.}

\A{Hall M.,Jr.}
\B{61}{On the lattice of normal subgroups of a group.}{\LT 185-194.}

\A{Hall M., Dilworth R.P.}
\B{44}{The imbedding problem for modular lattices.}{Ann. of Math. {\bf 45}, 450-456.}

\A{Hall P.}
\B{34}{A contribution to the theory of groups of prime power order.}{Proc. London Math. Soc. {\bf 36}, 29-95.}
\B{58}{Some word problems.}{\JLMS {\bf 33}, 482-496.}

\A{Hall T.E.}
\B{71}{On bands, free bands and identities.}{\SF {\bf 2}, 83-84.}

\A{Hall T.E., Johnston K.G.}
\B{?}{The lattice of pseudovarieties of inverse semigroups.}{}

\A{Halmos P.R.}
\B{61}{Injective and projective Boolean algebras.}{\LT 114-122.}
\B{63}{Lectures on Boolean algebras.}{Mathematical Studies {\bf 1}. Van Nostrand, Princeton, N.J.}

\A{Halperin I.}
\B{54}{Coordinates in geometry.}{Trans. of the Royal Soc. of Canada {\bf 48}, 11-26.}
\B{55}{On the coordinatization theory of J. von Neumann.}{\CanJM {\bf 7}, 432-444.}
\B{56}{The von Neumann coordinatization theory for complemented modular lattices.}{\AS {\bf 20}, 203-249.}
\B{58}{Kontinuierliche Geometrien.}{\BAMS {\bf 64}, 386-390.}
\B{58a}{On the construction of coordinates for non-Desarguesian projective planes.}{Proc. of the Royal Netherlands Academy {\bf 61}, 142-161.}
\B{61}{A simplified proof of von Neumann's coordinatization theorem.}{Proc. Nat. Acad. Sci. USA {\bf 47}, 1495-1498.}
\B{61a}{Complemented modular lattices.}{\LT 51-64.}
\B{62}{Complemented modular lattices.}{Algeb. and Topol. Foundations of Geom. Proc. Colloq. Utrecht, 47-55.}

\A{Halperin I., Amemiya I.}
\B{59}{Complemented modular lattices derived from nonassociative rings.}{\AS {\bf 20}, 182-201.}
\B{59a}{Complemented modular lattices.}{\CanJM {\bf 2}, 481-520.}
\B{59b}{Coordinatization of complemented modular lattices.}{Proc. Royal Netherlands Acad. {\bf 62}, 70-78.}

\A{Halu\v skov\'a E.}
\B{99}{Direct limits of monounary algebras.}{\CMJ {\bf 49}, 645-656.}

\A{Han Song-chol, Li Hong-xing}
\B{05}{Matrix equations in left residuated lattice-ordered groupoids.}{38-45.}

\A{Hanf W.}
\B{56}{Representations of lattices by subalgebras.}{\BAMS {\bf 62}, 402.}
\B{57}{On some fundamental problems concerning isomorphism of Boolean algebras.}{\MS {\bf 5}, 205-217.}
\B{74}{Primitive Boolean algebras.}{\PTS 75-90.}
\B{76}{Representing real numbers in denumerable Boolean algebras.}{\FM {\bf 91}, 167-170.}

\A{Hansel G.}
\B{67}{Probl\`emes de d\'enombrement et d'\'evaluation de bornes concernant les \'el\'ements du treillis distributif libre.}{Publ. Inst. Statist. Univ. Paris {\bf 16}, 159-300.}

\A{Hansen D.J.}
\B{91}{Pseudo-complemented distributive groupoids.}{\CMJ {\bf 41}, 141-148.}

\A{Hanson W.}
\B{63}{Ternary threshold logic.}{IEEE Trans. on Computers EC-12, 191-197.}

\A{Hansoul G.E.}
\B{83}{A subdirect decomposition theorem for multialgebras.}{\AU {\bf 16}, 275-281.}
\B{83a}{A duality for Boolean algebras with operators.}{\AU {\bf 17}, 34-49.}
\B{86}{The Stone-\v Cech compactification of a pospace.}{\CMSJB {\bf 43}, 161-176.}

\A{Harary F., McNulty G.F.}
\B{80}{The orbital partition of a graph.}{J. Combin. Inform. Systems Sci. {\bf 5}, 131-133.}

\A{Hardegree G.M.}
\B{81}{Quasi-implication algebras. Part I: Elementary theory.}{\AU {\bf 12}, 30-47.}

\A{Harding J.}
\B{88}{Boolean factors of orthomodular lattices.}{\AU {\bf 25}, 281-282.}
\B{02}{The free orthomodular lattice on countably many generators is a subalgebra of the free orthomodular lattice on three generators.}{\AU {\bf 48}, 171-182.}
\B{06}{On profinite completions and canonical extensions.}{\AU {\bf 55}, 293-296.}

\A{Harizanov V.}
\B{81}{On some finite groupoids whose equational theories are not finitely based.}{Algebraic conference Novi Sad, 35-38.}

\A{Harley P., McNulty G.F.}
\B{79}{When is a point Borel?}{\PJM {\bf 80}, 151-157.}

\A{Harper L.H.}
\B{74}{The morphology of partially ordered sets.}{J. Combin. Theory Ser. A {\bf 17}, 44-58.}

\A{Harrison M.A.}
\B{65}{Introduction to switching and automata theory.}{McGraw-Hill, New York.}
\B{66}{Note on the number of finite algebras.}{J. Combin. Theory {\bf 1}, 395-397.}
\B{66a}{The number of isomorphism types of finite algebras.}{\PAMS {\bf 17}, 731-737.}

\A{Harrison T.}
\B{88}{A problem concerning the lattice varietal product.}{\AU {\bf 25}, 40-84.}

\A{Harrop R.}
\B{76}{Some results concerning finite model separability of propositional calculi.}{Studia logica {\bf 35}, 179-189.}

\A{Hart J.B., Rafter L., Tsinakis C.}
\B{02}{The structure of commutative residuated lattices.}{\IJAC {\bf 12}, 509-524.}

\A{Hart B., Valeriote M.}
\B{?}{A structure theorem for strongly abelian varieties with few models.}{\JSL.}

\A{Hartman Ph.A.}
\B{72}{Integrally closed and complete ordered quasigroups and loops.}{\PAMS {\bf 33}, 250-256.}

\A{Hartmanis J.}
\B{56}{Two embedding theorems for finite lattices.}{\PAMS {\bf 7}, 571-577.}
\B{59}{Lattice theory of generalized partitions.}{\CanJM {\bf 11}, 97-106.}
\B{61}{Generalized partitions and lattice embedding theorems.}{\LT 22-30.}

\A{Harzheim E.}
\B{66}{\"Uber die Grundlagen der universellen Algebra.}{Math. Nachr. {\bf 31}, 39-52.}

\A{Hashimoto J.}
\B{51}{On direct product decomposition of partially ordered sets.}{Ann. Math. {\bf 54}, 315-318.}
\B{52}{Ideal theory for lattices.}{Math. Japon. {\bf 2}, 149-186.}
\B{57}{Direct, subdirect decompositions and congruence relations.}{Osaka Math. J. {\bf 9}, 87-112.}
\B{63}{Congruence relations and congruence classes in lattices.}{Osaka Math. J. {\bf 15}, 71-86.}
\B{66}{On meromorphisms of algebraic systems.}{Nagoya Math. J. {\bf 27}, 559-569.}
\B{67}{On meromorphisms and congruence relations.}{J. Math. Soc. Japan {\bf 19}, 70-81.}

\A{Hashimoto J., Kinugawa S.}
\B{63}{On neutral elements in lattices.}{Proc. Japan Acad. {\bf 39}, 162-163.}

\A{Has\'\i k O.}
\B{84}{Matematick\'y model z\'ava\v znosti interakc\'\i\ vodn\'\i ch n\'adr\v z\'\i\ v \v zivotn\'\i m prost\v red\'\i.}{Vodohosp. \v Cas. {\bf 2}, 182-194.}
\B{85}{Zji\v s\v tov\'an\'\i\ a matematick\'e determinov\'an\'\i\ interakc\'\i\ hydrick\'ych slo\v zek v \v zivotn\'\i m prost\v red\'\i.}{Vodohosp. \v Cas. {\bf 1}, 86-107.}

\A{Hatcher W. S.}
\B{70}{Quasiprimitive subcategories.}{Math. Ann. {\bf 190}, 93-96.}

\A{Hatcher W.S., Shafaat A.}
\B{75}{Categorical languages for algebraic structures.}{\ZMLG {\bf 21}, 433-438.}

\A{Hatcher W.S., Whitney S.}
\B{78}{Absolute Algebra.}{Teubner-Texte, Leipzig.}

\A{Hauptfleisch G.J.}
\B{73}{On the construction of loops with prescribed properties.}{Mathematics Colloquium, Univ. of Cape Town {\bf 8}, 175-180.}

\A{Hauschild K.}
\B{?}{\"Uber ein F\"arbungsproblem auf der Kugel.}{}

\A{Havas G., Ward M.}
\B{69}{Lattices with sublattices of a given order.}{J. Combin. Theory {\bf 7}, 281-282.}

\A{Havel V.}
\B{55}{Remark on the uniqueness of direct decompositions of elements in modular lattices of finite length.}{(Czech) \MCSAV {\bf 5}, 90-93.}
\B{65}{Construction of certain systems with two compositions.}{\CMUC {\bf 6}, 413-428.}
\B{67}{Nets and groupoids.}{\CMUC {\bf 8}, 435-451.}
\B{70}{Nets associated to multigroupoids.}{Aeq. math. {\bf 5}, 10-18.}
\B{72}{Nichtinjektive Homomorphismen von Viergeweben.}{Abh. Math. Sem. Univ. Hamburg {\bf 37}, 6-19.}
\B{77}{Kleine Desargues-Bedingung in Geweben.}{\v Cas. p\v estov. mat. {\bf 102}, 144-165.}

\A{Havet F.}
\B{02}{Trees in tournaments.}{Discrete Math. {\bf 243}, 121-134.}

\A{Haviar A., Lihov\'a J.}
\B{05}{Varieties of posets.}{Order {\bf 22}, 343-356.}

\A{Haviar M., Kaarli K., Plo\v s\v cica M.}
\B{97}{Affine completeness of Kleene algebras.}{\AU {\bf 37}, 477-490.}

\A{Haviar M., Priestley H.A.}
\B{99}{A criterion for a finite algebra to be endodualisable.}{\AU {\bf 42}, 183-193.}

\A{Hazan S.}
\B{96}{On triangle-free projective graphs.}{\AU {\bf 35}, 185-196.}

\A{Head T.J.}
\B{68}{The varieties of commutative monoids.}{Nieuw arch. wiskunde {\bf 16}, 203-206.}

\A{H\'ebert M., McKenzie R., Weaver G.E.}
\B{89}{Two definability results in the equational context.}{\PAMS {\bf 107}, 47--53.}

\A{Hecht T.}
\B{86}{Constructions of non-commutative algebras.}{\CMSJB {\bf 43}, 177-188.}

\A{Hecht T., Katri\v n\'ak T.}
\B{72}{Equational classes of relative Stone algebras.}{\NDJFL {\bf 13}, 248-254.}
\B{74}{Free double Stone algebras.}{\CMSJB {\bf 14}, 77-95.}

\A{Hedayat A.}
\B{72}{An algebraic property of the totally symmetric loops associated with Kirkman-Steiner triple systems.}{\PJM {\bf 40}, 305-309.}

\A{Hedrl\'\i n Z., Lammbek J.}
\B{69}{How comprehensive is the category of semigroups?}{J. Algebra {\bf 11}, 195-212.}

\A{Hedrl\'\i n Z., Mendelsohn E.}
\B{69}{The category of graphs with a given subgraph - with applications to topology and algebra.}{\CanJM {\bf 21}, 1506-1517.}

\A{Hedrl\'\i n Z., Pultr A.}
\B{64}{Relations (graphs) with given infinite semigroups.}{Monatshefte Math. {\bf 68}, 421-425.}
\B{65}{Symmetric relations (undirected graphs) with given semigroups.}{Monatshefte Math. {\bf 69}, 318-322.}
\B{66}{On full embeddings of categories of algebras.}{Illinois J. Math. {\bf 10}, 392-406.}

\A{Hedrl\'\i n Z., Sichler J.}
\B{71}{Any boundable binding category contains a proper class of mutually disjoint copies of itself.}{\AU {\bf 1}, 97-103.}

\A{Heged\"us P., P\'alfy P.P.}
\B{05}{Finite modular congruence lattices.}{\AU {\bf 54}, 105-120.}

\A{Heict T., Katri\v n\'ak T.}
\B{72}{Equational classes of relative Stone algebras.}{\NDJFL {\bf 13}, 248-254.}

\A{Heindorf L.}
\B{02}{The maximal clones on countable sets that include all permutations.}{\AU {\bf 48}, 209-222.}

\A{Heitzig J., Reinhold J.}
\B{00}{The number of unlabeled orders on fourteen elements.}{Order {\bf 17}, 333-341.}
\B{02}{Counting finite lattices.}{\AU {\bf 48}, 43-53.}

\A{Hell P.}
\B{72}{Full embeddings into some categories of graphs.}{\AU {\bf 2}, 129-141.}

\A{Hell P., Ne\v set\v ril J.}
\B{70}{Graphs and k-societies.}{\CanMB {\bf 13}, 375-381.}

\A{Helson H.}
\B{47}{On the symmetric difference of sets as a group operation.}{\CM {\bf 1}, 203-205.}

\A{Hemachandra L.A.}
\B{89}{The strong exponential hierarchy collapses.}{J. Comput. System Sci. {\bf 39}, 299-322.}

\A{Henkin L.A.}
\B{49}{The completeness of the first-order functional calculus.}{\JSL {\bf 14}, 159-166.}
\B{53}{Some interconnections between modern algebra and mathematical logic.}{\TAMS {\bf 74}, 410-427.}
\B{54}{A generalization of the concept of $\omega$-consistency.}{\JSL {\bf 19}, 183-196.}
\B{55}{On a theorem of Vaught.}{Nederl. Akad. Wetensch. Proc. Ser. A {\bf 58}, 326-328.}
\B{56}{Two concepts from the theory of models.}{\JSL {\bf 21}, 28-32.}
\B{57}{A generalization of the concept of $\omega$-completeness.}{\JSL {\bf 22}, 1-14.}
\B{63}{An extension of the Craig-Lyndon interpolation theorem.}{\JSL {\bf 28}, 201-216.}

\A{Henkin L.}
\B{77}{The logic of equality.}{\AMM {\bf 84}, 597--612.}

\A{Henkin L., Monk J.D.}
\B{74}{Cylindric algebras and related structures.}{\PTS 105-121.}

\A{Henkin L., Monk D., Tarski A.}
\B{71}{Cylindric algebras, Part I.}{North-Holland, Amsterdam-New York-Oxford.}
\B{85}{Cylindric algebras, Part II.}{North-Holland, Amsterdam-New York-Oxford.}

\A{Henkin L., Monk J.D., Tarski A., Andr\'eka H., N\'emeti I.}
\B{81}{Cylindric Set Algebra.}{\LNM {\bf 883}.}

\A{Henkin L., Resek D.}
\B{75}{Relativization of cylindric algebras.}{\FM {\bf 82}, 363-383.}

\A{Henkin L., Tarski A.}
\B{61}{Cylindric algebras.}{\LT 83-113.}

\A{Henriksen M.}
\B{77}{Conditions that guarantee that all nilpotents commute with every element of an alternative ring.}{\AU {\bf 7}, 119-132.}

\A{Herre H.}
\B{71}{Entscheidungsprobleme in der elementaren Theorie einer zweistelligen Relation.}{\ZMLG {\bf 17}, 301-313.}

\A{Herrlich H.}
\B{71}{A characterization of k-ary algebraic categories.}{Manuscr. Math. {\bf 4}, 277-284.}

\A{Herrlich H., Strecker G.E.}
\B{?}{Coreflective subcategories I, II.}{}

\A{Herrmann C.}
\B{73}{S-verklerte Summen von Verb\"anden.}{Math. Z. {\bf 130}, 225-274.}
\B{73a}{On the equational theory of submodule lattices.}{\PHLT 105-118.}
\B{73b}{Weak (projective) radius and finite equational bases for classes of lattices.}{\AU {\bf 3}, 51-58.}
\B{73c}{Modulare Verb\"ande von L\"ange $\le 6$.}{\PHLT 119-146.}
\B{73d}{Quasiplanare Verb\"ande.}{Archiv. Math. {\bf 24}, 240-246.}
\B{75}{Concerning M.M.Gluhov's paper on the word problem for free modular lattice.}{\AU {\bf 5}, 445.}
\B{75a}{On quadruples of normal subgroups.}{Proceedings of the Lattice Theory Conference (Ulm,1975), 92-99.}
\B{75b}{Partial Fano planes cannot be axiomitized.}{Proc. Conference on the Algebraic Aspects of Combinatorics, Univ. of Toronto, p. 241}
\B{76}{On modular lattices generated by two complemented pairs.}{\HJM {\bf 2}, 513-523.}
\B{79}{Affine algebras in congruence modular varieties.}{\AS {\bf 41}, 119-125.}
\B{79a}{On a condition sufficient for the distributivity of lattices of linear subspaces.}{\AM {\bf 33}, 235-238.}
\B{79b}{Rahmen und Erzeugende Quadrupel in modularen Verb\"anden.}{TH Darmstadt, Preprint 464.}
\B{80}{A finitely generated modular ortholattice.}{\CanMB.}
\B{80a}{A characterization of distributivity for modular polarity lattices.}{Lattice Theory, \CMSJB 473-490.}
\B{81}{A parameter for subdirectly irreducible modular lattices with 4 generators.}{\AS {\bf 43}, 169-179.}
\B{81a}{A finitely generated modular ortholattice.}{\CanMB {\bf 24}, 241-243.}
\B{82}{Uber die von vier Moduln erzeugte Dualgruppe.}{Abh. Braunschweig. Wiss. Ges. {\bf 33}, 157-159.}
\B{82a}{Rahmen und erzeugende Quadrupel in modularen Verbanden.}{\AU {\bf 14}, 357-387.}
\B{83}{On varieties of algebras having complemented modular lattices of congruences.}{\AU {\bf 16}, 129-130.}
\B{83a}{On the word problem for the modular lattice with four free generators.}{Math. Ann. {\bf 265}, 513-527.}
\B{84}{On elementary Arguesian lattices with four generators.}{\AU {\bf 18}, 225-259.}
\B{84a}{On the arithmetic of projective coordinate systems.}{\TAMS {\bf 284}, 759-785.}
\B{87}{Frames of permuting equivalences.}{\AS {\bf 51}, 93-101.}
\B{?}{A parameter for subdirectly irreducible modular lattices with four generators.}{}
\B{06}{Corrigendum: Gluings of modular lattices.}{Order {\bf 23}, 169-171.}

\A{Herrmann C., Huhn A.}
\B{75}{Lattices of normal subgroups generated by frames.}{\CMSJB {\bf 14}, 97-136.}
\B{75a}{Zum Begriff der Charakteristik modularer Verb\"ande.}{Math. Z. {\bf 144}, 185-194.}
\B{75b}{Zum Wortproblem f\"ur freie Untermodulverb\"ande.}{\AM {\bf 26}, 449-453.}
\B{76}{Lattices of normal subgroups generated by frames.}{\CMSJB {\bf 14}, 97-136.}

\A{Herrmann C., Jensen C.U., Lenzing H.}
\B{81}{Applications of model theory to representations of finite dinmensional algebras.}{Math. Z. {\bf 178}, 83-98.}

\A{Herrmann C., Kindersmann K., Wille R.}
\B{75}{On modular lattices generated by $1+2+2$.}{\AU {\bf 5}, 243-251.}

\A{Herrmann C., Pickering D., Roddy M.}
\B{94}{A geometric description of modular lattices.}{\AU {\bf 31}, 365-396.}

\A{Herrmann C., Poguntke W.}
\B{74}{The class of sublattices of normal subgroup lattices is not elementary.}{\AU {\bf 4}, 280-286.}

\A{Herrmann C., Ringel C., Wille R.}
\B{73}{On modular lattices with four generators.}{Notices AMS {\bf 20}, A-418.}

\A{Herrmann C., Tak\'ach G.}
\B{02}{Representation of primary Arguesian lattices.}{In preparation.}

\A{Herrmann C., Wild M.}
\B{96}{A polynomial algorithm for testing congruence modularity.}{\IJAC {\bf 6}, 379-387.}
\B{?}{Acyclic modular lattices and their representations.}{}

\A{Herrmann C., Wille R.}
\B{75}{On modular lattices with four generators II.}{Notices AMS {\bf 22}, A-54.}

\A{Herrmann E.}
\B{84}{Definable structures in the lattice of recursively enumerable sets.}{\JSL {\bf 49}, 1984, 1190-1197.}

\A{Hersh P., Shareshian J.}
\B{06}{Chains of modular elements and lattice connectivity.}{Order {\bf 23}, 339-342.}

\A{Hewitt G.C.}
\B{63}{The existence of free unions in classes of abstract algebras.}{\PAMS {\bf 14}, 417-422.}

\A{Hibi T.}
\B{?}{The comparability graph of a modular lattice.}{Math. Sci. Research Institute Berkeley.}

\A{Hickin K.K.}
\B{73}{Countable type local theorems in algebra.}{J. Algebra {\bf 27}, 523-537.}

\A{Hickin K., Plotkin J.M.}
\B{81}{Boolean powers: Direct decomposition and isomorphism types.}{\TAMS {\bf 265}, 607-621.}

\A{Hickman R.C., Monro G.P.}
\B{84}{Distributive partially ordered sets.}{\FM {\bf 120}, 151-166.}

\A{Higgins A.W.}
\B{85}{A representation theorem for weak automorphisms of a universal algebra.}{\AU {\bf 20}, 179-193.}

\A{Higgins P.J.}
\B{63}{Algebras with a scheme of operators.}{Math. Nachr. {\bf 27}, 115-132.}
\B{64}{Presentations of groupoids, with applications to groups.}{Proc. Cambridge Phil. Soc. {\bf 60}, 7-20.}

\A{Higgs D.}
\B{69}{Matroids and duality.}{\CM {\bf 20}, 215-220.}
\B{71}{Lattices isomorphic to their ideal lattices.}{\AU {\bf 1}, 71-72.}
\B{71a}{Remarks on residually small varieties.}{\AU {\bf 1}, 383-385.}
\B{85}{Interpolation antichains in lattices.}{\LNM {\bf 1149}, 142-149.}
\B{86}{Lattices of crosscuts.}{\AU {\bf 23}, 10-18.}

\A{Higman G.}
\B{52}{Ordering by divisibility in abstract algebras.}{\PLMS {\bf 2}, 326-336.}
\B{59}{Some remarks on varieties of groups.}{Quart. J. Math. Oxford (2), 165-178.}
\B{63}{The lower series of a free loop.}{Quart. J. Math. {\bf 14}, 131-140.}

\A{Higman G., Neumann B.H.}
\B{52}{Groups as groupoids with one law.}{\PMD {\bf 2}, 215-221.}

\A{Higman G., Stone A.H.}
\B{54}{On inverse systems with trivial limits.}{\JLMS {\bf 29}, 233-236.}

\A{Hill P., Ullery W.}
\B{96}{Almost totally projective groups.}{\CMJ {\bf 46}, 249-258.}

\A{Hilton P.J.}
\B{61}{Note on free and direct products in general categories.}{Bull. Soc. Math. Belg. {\bf 13}, 38-49.}

\A{Hintikka K.J.}
\B{54}{An application of logic to algebra.}{\MS {\bf 2}, 243-246.}

\A{Hobby D.}
\B{84}{Algebras derived from minimal congruences.}{PhD Thesis, Berkeley.}
\B{88}{Finite fixed point algebras are subdiagonalisable.}{\AU {\bf 25}, 210-222.}

\A{Hobby D., McKenzie R.}
\B{88}{The Structure of Finite Algebras (tame congruence theory).}{Contemporary Mathematics, AMS, Providence, RI.}

\A{Hoehnke H.-J.}
\B{63}{Charakterisierung der Kongruenzklassen - Teilsysteme in bin\"aren partiellen Algebren.}{Math. Nachr. {\bf 25}, 59-64.}
\B{66}{Einige neue Resultate \"uber abstrakte Halbgruppen.}{\CM {\bf 14}, 329-348.}
\B{66a}{Zur Strukturgleichheit axiomatischer Klassen.}{\ZMLG {\bf 12}, 69-83.}
\B{67}{Radikale in allgemeinen Algebren.}{Math. Nachr. {\bf 35}, 347-383.}
\B{82}{Heterogeneous monoid automata and admissible bisystems.}{Banach Center Publ. {\bf 9}, 347-368.}
\B{86}{Fully invariant algebraic closure systems of congruences and quasivarieties of algebras.}{\CMSJB {\bf 43}, 189-207.}

\A{Hoffmann A.}
\B{51}{On the foundations of projective and affine geometry.}{\TAMS {\bf 71}, 218-242.}

\A{Hofmann K.H.}
\B{58}{Topologische loops mit schwachen assoziativit\"atsforderungen.}{Math. Z. {\bf 70}, 125-155.}
\B{58a}{Topologische loops.}{Math. Z. {\bf 70}, 13-37.}
\B{59}{Topologische distributive Doppelloops.}{Math. Z. {\bf 71}, 36-68.}
\B{59a}{Topologische Doppelloops und topologische Halbgruppen.}{Math. Ann. {\bf 138}, 239-258.}
\B{62}{Connected abelian groups in compact loops.}{\TAMS {\bf 104}, 132-143.}

\A{H\"oft H.}
\B{72}{Operators on classes of partial algebras.}{\AU {\bf 2}, 118-127.}
\B{73}{A characterization of strong homomorphisms.}{\CM {\bf 28}, 189-193.}
\B{73a}{Weak and strong equations in partial algebras.}{\AU {\bf 3}, 203-215.}
\B{74}{A normal form for some semigroups generated by idempotents.}{\FM {\bf 84}, 75-78.}
\B{74a}{On the semilattice of extensions of a partial algebra.}{\CM {\bf 30}, 193-201, 317.}

\A{H\"oft H., Howard P.E.}
\B{?}{Representing multi-algebras by algebras, the axiom of choice, and the axiom of dependent choice.}{\AU.}

\A{H\"oft M.}
\B{76}{Lexicographic ideals and the order-sum of k-semilattices.}{\AU {\bf 6}, 1-8.}

\A{H\'oft H. F. W., H\"oft M. H.}
\B{83}{Coinitial sets and fixed points in partially ordered sets.}{\AU {\bf 16}, 258-260.}

\A{Holland C., Scrimger E.}
\B{72}{Free products of lattice ordered groups.}{\AU {\bf 2}, 247-254.}

\A{Holland K.L.}
\B{99}{Flatness, convexity and notions of freeness in combinatorial geometries.}{\AU {\bf 41}, 1-21.}

\A{Holland W.Ch.}
\B{76}{The largest proper variety of lattice ordered groups.}{\PAMS {\bf 57}, 25-28.}
\B{83}{A survey of varieties of lattice ordered groups.}{\LNM {\bf 1004}, 153-158.}

\A{Holland W.Ch., Rubin M.}
\B{04}{Semi-Ohkuma chains.}{Order {\bf 21}, 231-256.}

\A{Hollister H.A.}
\B{78}{Nilpotent l-groups are representable.}{\AU {\bf 8}, 65-71.}

\A{Holub \v S.}
\B{03}{Binary equality sets are generated by two words.}{\JA {\bf 259}, 1-42.}

\A{Hong D.X.}
\B{72}{Covering relations among lattice varieties.}{\PJM {\bf 40}, 575-603.}

\A{Hong S., Hyun J.Y., Kim H.K., Kim S.M.}
\B{05}{Linear discrepancy of the product of two chains.}{Order {\bf 22}, 63-72.}

\A{Hopcroft J.E., Ullman J.D.}
\B{79}{Introduction to automata theory, languages, and computation.}{Addison-Wesley, Reading, MA.}

\A{Horn A.}
\B{51}{On sentences which are true of direct unions of algebras.}{\JSL {\bf 16}, 14-21.}
\B{62}{On $\alpha$-homomorphic images of $\alpha$-rings of sets.}{\FM {\bf 51}, 259-266.}
\B{68}{A property of free Boolean algebras.}{\PAMS {\bf 19}, 142-143.}
\B{69}{Logic with truth values in a linearly ordered Heyting algebra.}{\JSL {\bf 34}, 395-408.}
\B{69a}{Free L-algebras.}{\JSL {\bf 34}, 475-480.}

\A{Horn A., Kimura N.}
\B{71}{The category of semilattices.}{\AU {\bf 1}, 26-38.}

\A{Hossz\'u M.}
\B{59}{Nonsymmetric means.}{\PMD {\bf 6}, 1-9.}
\B{59a}{Belousov egy t\'etel\'er\"ol \'es annak n\'eh\'any alkalmaz\'as\'ar\'ol.}{Magyar. tud. akad. Mat. \'es fiz. tud. oszt. k\"ozl. {\bf 9}, 51-56.}
\B{65}{Algebrai rendszereken \'ertelmezett f\"uggv\'enyegyentelek III.}{Csoportok izot\'opjai. Magyar. tud. akad. Mat. \'es fiz. tud. oszt k\"ozl. {\bf 15}, 1-4.}

\A{Hostinsky L. A.}
\B{51}{Direct decompositions in lattices.}{Amer. J. Math. {\bf 73}, 741-755.}
\B{54}{Loewy chains and uniform splitting of lattices.}{\PAMS {\bf 5}, 315-319.}

\A{Howie J.M.}
\B{62}{Embedding theorems with amalgamation for semigroups.}{\PLMS {\bf 12}, 511-534.}
\B{63}{Embedding theorems for semigroups.}{\QU {\bf 14}, 254-258.}

\A{Howie J.M., Isbell J.R.}
\B{67}{Epimorphisms and dominions II.}{J. Algebra {\bf 6}, 7-21.}

\A{Howroyd T.}
\B{73}{Cancellative medial groupoids and arithmetic means.}{\BAuMS {\bf 8}, 17-21.}

\A{Hr\accent23uza B.}
\B{75}{Sur quelques propri\'et\'es des inverse-faibles.}{Kni\v zn. odbor. a v\v ed. spis\accent23u VUT Brn\v e, Sec.1, B-56, 101-107.}

\A{Hsiang J.}
\B{87}{Two results in term rewriting theorem proving.}{In \Jou, 301-324.}

\A{Hsieh W.N., Kleitman D.J.}
\B{73}{Normalized matching in direct products of partial orders.}{Stud. Appl. Math. {\bf 52}, 258-289.}

\A{Hsu T.}
\B{00}{Moufang loops of class 2 and cubic forms.}{Math. Proc. Cambridge Philos. Soc. {\bf 128}, 197-222.}

\A{Hsueh Y.-C.}
\B{83}{Lattices of width three generate a nonfinitely based variety.}{\AU {\bf 17}, 132-134.}

\A{Hu Q.-P., Is\'eki K.}
\B{80}{On BCI-algebras satisfying $(x*y)*z=x*(y*z)$.}{\MSN {\bf 8}, 553-555.}

\A{Hu Tah-Kai}
\B{65}{On the bases of free algebras.}{\MS {\bf 16}, 25-28.}
\B{66}{Distributive extensions and quasi-framal algebras.}{\CanJM {\bf 18}, 265-281.}
\B{68}{Residually simple and characteristically simple universal algebras.}{Math. Nachr. {\bf 36}, 333-344.}
\B{69}{On the fundamental subdirect factorization theorems of primal algebra theory.}{Math. Z. {\bf 112}, 154-162.}
\B{69a}{Stone duality for primal algebra theory.}{Math. Z. {\bf 110}, 180-198.}
\B{69b}{Weak products of simple universal algebras.}{Math. Nachr. {\bf 42}, 157-171.}
\B{70}{On equational classes of algebras in which congruences on finite products are induced by congruences on their factors.}{Manuscript.}
\B{71}{On the topological duality for primal algebra theory.}{\AU {\bf 1}, 152-154.}
\B{71a}{Characterization of algebraic functions in equational classes generated by independent primal algebras.}{\AU {\bf 1}, 187-191.}
\B{73}{Locally equational classes of universal algebras.}{Chinese J. Math. {\bf 1/2}, 143-165.}

\A{Hu Tah-Kai, Kelenson P.}
\B{71}{Independence and direct factorization of universal algebras.}{Math. Nachr. {\bf 51}, 83-99.}

\A{Huang S., Tamari D.}
\B{72}{Problems of associativity: A simple proof for the lattice property of systems ordered by a semi-associative law.}{J. Combin. Theory Ser. A {\bf 13}, 7-13.}

\A{Huber-Dyson V.}
\B{79}{An inductive theory for free products of groups.}{\AU {\bf 9}, 35-44.}

\A{Hubi\v cka J., Ne\v set\v ril J.}
\B{05}{Finite paths are universal.}{Order {\bf 22}, 21-40.}

\A{Hudson S. N.}
\B{64}{Topological loops with invariant uniformities.}{Doct. diss. Tulane Univ., 1963, 47pp. Dissert. Abstrs, 1964, 25/6, 3595.}

\A{Huet G., Hullot J.M.}
\B{82}{Proofs by induction in equational theories with constructors.}{J. Comput. and Syst. Sci. {\bf 25}, 239-266.}

\A{Huet G., Lankford D.}
\B{78}{On the uniform halting problem for term rewritting systems.}{Rapport Laboria {\bf 283}, Institut de Recherche en Informatique et en Automatique, Le Chesnay, France.}

\A{Hughes N.J.S.}
\B{55}{Refinement and uniqueness theorems for the decompositions of algebraic systems with a regularity condition.}{\JLMS {\bf 30}, 259-273.}
\B{60}{The Jordan-H\"older-Schreier theorem for general algebraic systems.}{Compositio Math. {\bf 14}, 228-236.}

\A{Huguet D.}
\B{75}{La structure du treillis des poly\`edres de paranth\'esages.}{\AU {\bf 5}, 82-87.}

\A{Huhn A.P.}
\B{71}{Schwach distributive Verb\"ande.}{\AFRC 51-56.}
\B{72}{Schwach distributive Verb\"ande I.}{\AS {\bf 33}, 297-305.}
\B{72a}{Weakly distributive lattices.}{Ph.D. Thesis.}
\B{74}{Two notes on n-distributive lattices.}{\CMSJB.}
\B{75}{n-distributivity and some questions of the equational theory of lattices.}{\CMSJB.}
\B{75a}{On automorphisms of a finitely presented modular lattice.}{\AU {\bf 5}, 65-71.}
\B{75b}{On G. Gratzer's problem concerning automorphisms of a finitely presented lattice.}{\AU {\bf 5}, 65-71.}
\B{76}{Two notes on $n$-distributive lattices.}{\CMSJB {\bf 14}, 137-147.}
\B{77}{Schwach distributive Verb\"ande II.}{\AS.}
\B{77a}{n-distributivity and some questions of the equational theory of lattices.}{\CMSJB {\bf 17}, 167-178.}
\B{78}{Weakly distributive lattices.}{Acta Fac. Rerum Natur. Univ. Comenian. Math.}
\B{79}{Congruence varieties associated with reducts of Abelian group varieties.}{\AU {\bf 9}, 133-134.}
\B{80}{On $n$-distributive system of elements of a modular lattice.}{\PMD {\bf 27}, 107-115.}
\B{83}{A reduced free product of distributive lattices, I.}{\AH {\bf 42}, 349-354.}
\B{83a}{On the representation of distributive algebraic lattices I.}{\AS {\bf 45}, 239-246.}
\B{89}{On the representation of distributive algebraic lattices II.}{\AS {\bf 53}, 3-10.}
\B{89a}{On the representation of distributive algebraic lattices III.}{\AS {\bf 53}, 11-18.}

\A{Hukuhara M.}
\B{57}{Th\'eorie des endomorphismes compl\`etement continus, I, II.}{J. Fac. Sci. Univ. Tokyo {\bf 7} (1957/58), 511-525.}

\A{Hulanicki A., Marczewski E., Mycielski J.}
\B{66}{Exchange of independent sets in abstract algebras I.}{\CM {\bf 14}, 203-215.}

\A{Hulanicki A., \'Swierczkowski S.}
\B{60}{Number of algebras with a given set of elements.}{\BAPS {\bf 8}, 283-284.}

\A{Hule H.}
\B{69}{Polynome \"uber universalen Algebren.}{Monatsh. Math. {\bf 73}, 329-340.}
\B{70}{Algebraische Gleichungen \"uber universalen Algebren.}{Monatsh. Math. {\bf 74}, 50-55.}
\B{76}{\"Uber die Eindeutigkeit der L\"osungen algebraischer Gleichungssysteme.}{\JR {\bf 282}, 157-161.}
\B{77}{Polynomial normal forms and the embedding of polynomial algebras.}{\CMSJB {\bf 17}, 179-187.}
\B{78}{Relations between the amalgamation property and algebraic equations.}{\JAuMS {\bf 25}, 257-263.}
\B{79}{Solutionally complete varieties.}{\JAuMS {\bf 28}, 82-86.}
\B{?}{\"Uber den Verband der Polynomalgebren \"uber einer universalen Algebra.}{}

\A{Hule H., M\"uller W. B.}
\B{76}{On the compatibility of algebraic equations with extensions.}{\JAuMS {\bf 21}, 381-383.}

\A{Hunt H., Rosenkrantz D., Bloniarz P.}
\B{84}{On the computational complexity of algebra on lattices I.}{Report 84-4, State University of New York at Albany.}

\A{Huntington E.V.}
\B{904}{Sets of independent postulates for the algebra of logic.}{\TAMS {\bf 5}, 288-309.}

\A{Hurley B.}
\B{80}{A note on the word problem for groups.}{Quart. J. Math. Oxford {\bf 31}, 329-334.}

\A{Husimi K.}
\B{37}{Studies on the foundations of quantum mechanics I.}{Proc. Physico-Math. Soc. of Japan {\bf 19}, 766-789.}

\A{Hutchinson G.}
\B{63}{Partitioning algorithms for finite sets.}{Communications of the ACM {\bf 6}, 613-614.}
\B{67}{An embedding theorem for abelian relation categories.}{Dissertation, Columbia University.}
\B{71}{Modular lattices and abelian categories.}{J. Alg. {\bf 19}, 156-184.}
\B{73}{Recursively unsolvable word problems of modular lattices.}{J. Alg. {\bf 26}, 385-399.}
\B{73a}{The representation of lattices by modules.}{\BAMS {\bf 79}, 172-176.}
\B{73b}{On classes of lattices representable by modules.}{\PHLT 69-94.}
\B{75}{On the representation of lattices by modules.}{\TAMS {\bf 209}, 311-351.}
\B{77}{Embedding and unsolvability theorems for modular lattices.}{\AU {\bf 7}, 47-84.}
\B{77a}{A duality principle for lattices and categories of modules.}{J. Pure and Applied Algebra {\bf 10}, 115-119.}
\B{81}{A complete logic for $n$--permutable congruence lattices.}{\AU {\bf 13}, 206-224.}
\B{82}{Exact embedding functors between categories of modules.}{J. Pure and Applied Algebra {\bf 25}, 107-111.}
\B{86}{Representations of additive relation algebras by modules.}{J. Pure and Applied Algebra {\bf 42}, 63-83.}
\B{87}{Addendum to "Exact embedding functors between categories of modules".}{J. Pure and Applied Algebra {\bf 45}, 99-100.}
\B{88}{Free word problems for additive relation algebras of modules.}{J. Pure and Appl. Algebra {\bf 50}, 139-153.}
\B{?}{Relation categories and coproduct congruence categories in universal algebra.}{\AU.}

\A{Hutchinson G., Cz\'edli G.}
\B{78}{A test for identities satisfied in lattices of submodules}{\AU {\bf 8}, 269-309.}

\A{Hutchinson J., McNulty G.F.}
\B{83}{Connected graphs of genus g with complementary orbits.}{Discrete Math. {\bf 45}, 255-275.}

\A{Huthnance E.D.}
\B{69}{A theory of generalized Moufang loops.}{Doct. diss. Ga Inst. Technol., 1969, 95pp. Dissert. Abstrs, 1969, B29/11, 4269.}

\A{Hyman J.}
\B{74}{Automorphisms of 1-unary algebras.}{\AU {\bf 4}, 61-77.}

\A{Hyman J., Nation J.B.}
\B{74}{Automorphisms of 1-unary algebras II.}{\AU {\bf 4}, 127-131.}

\A{Hyndman J.P.}
\B{96}{Covers of primal varieties.}{\AU {\bf 35}, 167-184.}
\B{97}{Covers of some varietal products.}{\AU {\bf 37}, 154-184.}
\B{04}{Strong duality of finite algebras that generate the same quasivariety.}{\AU {\bf 51}, 29-34.}

\A{Hyndman J., McKenzie R., Taylor W.}
\B{92}{$k$-ary monoids of term operations.}{\SF {\bf 44}, 21-52.}

\A{Hyndman J., Pitkethly J.}
\B{?}{How finite is a three-element unary algebra?}{to appear in \IJAC}

\A{Hyndman J., Willard R.}
\B{00}{An algebra that is dualizable but not fully dualizable.}{J. Pure Appl. Algebra {\bf 151}, 31-42.}

\A{Ibrahim F.S.}
\B{81}{Untersuchungen zur freien Erzeugung von Verb\"anden.}{Dissertation, Darmstadt.}

\A{Iden O.}
\B{01}{On subplanes of free planes.}{Discrete Math. {\bf 241}, 379-385.}

\A{Idziak P.M.}
\B{83}{On varieties of BCK-algebras.}{Math. Japonica {\bf 83}, 157-162.}
\B{88}{Undecidability of relatively free Hilbert algebras.}{\AU {\bf 25}, 17-26.}
\B{88a}{Reduced sub-powers and the decision problem for finite algebras in arithmetical varieties.}{\AU {\bf 25}, 365-383.}
\B{99}{Clones containing Mal'tsev operations.}{\IJAC {\bf 9}, 213-226.}

\A{Idziak P.M., McKenzie R.}
\B{01}{Varieties with polynomially many models I.}{\FM {\bf 170}, 53-68.}

\A{Idziak P., McKenzie R., Valeriote M.}
\B{?}{The structure of locally finite varieties with polynomially many models.}{}

\A{Igoshin V.I.}
\B{71}{Kharakterizuemye mnogoobraziya reshetok.}{\UMR {\bf 1}, \ISU, 22-30.}
\B{73}{h-characterizable classes of algebraic systems.}{(Russian) Studies in algebra, N0.3, \ISU, 14-19.}
\B{74}{Kvazimnogoobraziya reshetok.}{Mat. zametki {\bf 16}, 49-56.}
\B{74a}{Remarks on characterizable classes of algebras with examples from the theory of semigroups.}{(Russian) Theory of semigroups and its applications, Saratov {\bf 3}, 30-39.}
\B{74b}{Characterizable classes of algebraic systems.}{(Russian) Studies in Algebra {\bf 4}, \ISU, 27-42.}
\B{77}{O reshetke kvazimnogoobrazij i kvazimnogoobraziyakh reshetok.}{\UMR {\bf 4}, 62-68.}
\B{80}{Identities in interval lattices of lattices.}{\CMSJB {\bf 33}, 491-501.}
\B{86}{On lattices with restrictions on their interval lattices.}{\CMSJB {\bf 43}, 209-216.}
\B{?}{Ob h-kharakterizuemykh klassakh algebraicheskikh sistem.}{}

\A{Igoshin V.I., Fofanova T.S.}
\B{75}{Mnogoobraziya reshetok. Kategornye voprosy.}{\UMR {\bf 3}, 41-49.}

\A{Ihringer Th.}
\B{82}{On groupoids having a linear congruence class geometry.}{Math. Z. {\bf 180}, 394-411.}
\B{84}{On finite algebras having a linear congruence class geometry.}{\AU {\bf 19}, 1-10.}
\B{84a}{A property of finite algebras having $M_n$'s as congruence lattices.}{\AU {\bf 19}, 269-271.}
\B{88}{Allgemeine Algebra.}{Teubner, Stuttgart.}

\A{Ili\'c S., Janeva B., Celakoski N.}
\B{05}{Free biassociative groupoids.}{Novi Sad J. Math. {\bf 35}, 15-23.}

\A{Il'inykh A.P.}
\B{95}{Gruppoidy poryadka $q(\pm1)/2$, $q=2^r$, imeyushchie gruppu avtomorfizmov, izomorfnuyu $SL(2,q)$.}{\Sib {\bf 36}, 1336-1341.}

\A{Immerman N.}
\B{88}{Nondeterministic space is closed under complementation.}{SIAM J. Comput. {\bf 17}, 935-938.}

\A{Imreh B.}
\B{68}{On a theorem of G. Birkhoff.}{\PMD {\bf 15}, 147-148.}

\A{Inaba E.}
\B{48}{On primary lattices.}{J. Fac. Sci. Hokkaido Univ. {\bf 11}, 39-107.}
\B{51}{Some remarks on primary lattices.}{Nat. Sci. Report of the Ochanomiz Univ.}

\A{Iqbalunnisa}
\B{63}{Maximal congruences on a lattice.}{J. Madras Univ. {\bf B} 33 (1963/64), 113-128.}
\B{64}{On neutral elements in a lattice.}{J. Indian Math. Soc. {\bf 28}, 25-31.}
\B{65}{On some problems of G. Gratzer and E. T. Schmidt.}{\FM {\bf 57}, 181-185.}
\B{65a}{Neutrality in weakly modular lattices.}{\AH {\bf 16}, 325-326.}
\B{66}{Normal, simple, and neutral congruences on lattices.}{Illinois J. Math. {\bf 10}, 227-234.}
\B{71}{On lattices whose lattices of congruences are Stone lattices.}{\FM {\bf 70}, 315-318.}

\A{Isaev I.M.}
\B{89}{Essentially infinitely based varieties of algebras.}{\Sib {\bf 30}, 75--77. (English translation: Sibirian Math. J., 892--894.)}
\B{97}{Finite algebras with no independent basis of identities.}{\AU {\bf 37}, 440-444.}

\A{Isbell J.R.}
\B{64}{Subobjects, adequacy, completeness and categories of algebras.}{Rozprawy Mat. {\bf 36}, 33pp.}
\B{66}{On the problem of universal terms.}{\BAPS {\bf 14}, 593-595.}
\B{66a}{Epimorphisms and dominions.}{\PCALJ 232-246.}
\B{68}{Small adequate subcategories.}{JLMS {\bf 43}, 242-246.}
\B{70}{Two examples in varieties of monoids.}{Proc. Cambridge Phil. Soc. {\bf 68}, 265-266.}
\B{71}{Notes on ordered rings.}{\AU {\bf 1}, 393-399.}
\B{73}{Epimorphisms and dominions V.}{\AU {\bf 3}, 318-320.}
\B{73a}{Functorial implicit operations.}{Israel J. Math. {\bf 15}, 185-188.}
\B{74}{Parametrizable algebras.}{\JLMS {\bf 8}, 750-752.}
\B{76}{Compatibility and extensions of algebraic theories.}{\AU {\bf 6}, 37-51.}

\A{Isbell J.R., Klun M.I., Shanuel S.H.}
\B{77}{Affine parts of algebraic theories I.}{J. Algebra {\bf 44}, 1-8.}
\B{?}{Affine parts of algebraic theories II.}{\CanJM.}

\A{Is\'eki K.}
\B{64}{On endomorphism with fixed element on algebra.}{Proc. Japan Acad. {\bf 40}, 403.}
\B{66}{An algebra related with a propositional calculus.}{Proc. Japan. Acad. {\bf 42}, 26-29.}
\B{74}{Remark on axioms of magnitudes.}{\MSN {\bf 2}, 181-187.}
\B{74a}{Some properties of BCK-algebras.}{\MSN {\bf 2}, 193-201.}
\B{75}{On ideals in BCK-algebras.}{\MSN {\bf 3}, 1-12.}
\B{75a}{Remarks on BCK-algebras.}{\MSN {\bf 3}, 45-54.}
\B{75b}{On some ideals in BCK-algebras.}{\MSN {\bf 3}, 65-70.}
\B{75c}{Examples of BCK-algebras.}{\MSN {\bf 3}, 75-82.}
\B{75d}{Epimorphisms of categories of various topological spaces.}{\MSN {\bf 3}, 189-191.}
\B{77a}{BCK-algebras and its homomorphisms.}{\MSN {\bf 5}, 185-188.}
\B{77b}{On BCK-algebras with condition (S).}{\MSN {\bf 5}, 215-222.}
\B{77c}{On a positive implicative algebra with the condition (S).}{\MSN {\bf 5}, 227-232.}
\B{77d}{On bounded positive implicative algebras with the condition (S).}{\MSN {\bf 5}, 239-244.}
\B{77e}{On implicative BCK-algebras with the condition (S).}{\MSN {\bf 5}, 249-253.}
\B{77f}{On special Griss algebras.}{\MSN {\bf 5}, 273-278.}
\B{77g}{On congruence relations on BCK-algebras.}{\MSN {\bf 5}, 327-346.}
\B{77h}{Some topics from the category of BCK-algebras.}{\MSN {\bf 5}, 465-468.}
\B{77i}{On some classes of BCK-algebras.}{\MSN {\bf 5}, 481-484.}
\B{78}{On commutative BCK-algebras with condition (S).}{\MSN {\bf 6}, 137-138.}
\B{78a}{On the class of BCK-algebras.}{\MSN {\bf 6}, 157-160.}
\B{78b}{On algebras of Griss type.}{\MSN {\bf 6}, 177-210.}
\B{78c}{A new class of Griss type algebras.}{\MSN {\bf 6}, 221-228.}
\B{78d}{On definitions of Griss algebras.}{\MSN {\bf 6}, 371-372.}
\B{78e}{Some examples of Griss algebras.}{\MSN {\bf 6}, 403-407.}
\B{78f}{Remarks on BCK-algebras with condition (S).}{\MSN {\bf 6}, 449-453.}
\B{79}{On the irrationality of the sum of some infinite series.}{\MSN {\bf 7}, 183-184.}
\B{79a}{Some results on positive implicative BCK-algebras with condition (S).}{\MSN {\bf 7}, 437-440.}
\B{79b}{Remarks on contrapositionally complemented BCK-algebras (NB BCK-algebras).}{\MSN {\bf 7}, 633-638.}
\B{79c}{On BCK-algebras with a unary operation.}{\MSN {\bf 7}, 667-672.}
\B{80}{On BCI-algebras.}{\MSN {\bf 8}, 125-130.}
\B{80a}{A characterization of implicative algebras by NB-structures.}{\MSN {\bf 8}, 145-146.}
\B{80b}{On BCI-algebras with condition (S).}{\MSN {\bf 8}, 171-172.}
\B{80c}{On the existence of quasi-commutative BCI-algebras.}{\MSN {\bf 8}, 181-186.}
\B{80d}{A variety of BCI-algebras.}{\MSN {\bf 8}, 225-226.}
\B{80e}{A problem on BCI-algebras.}{\MSN {\bf 8}, 235-236.}
\B{80f}{Some examples of BCI-algebras.}{\MSN {\bf 8}, 237-240.}
\B{80g}{Some problems on BCK-algebras.}{\MSN {\bf 8}, 395-402.}
\B{80h}{A note on the variety of BCI-algebras of type $(1,o;o,o)$.}{\MSN {\bf 8}, 509-511.}

\A{Is\'eki K., Rama Rao V.V.}
\B{79}{Note on BCK-algebras with condition (S).}{\MSN {\bf 7}, 167-172.}

\A{Is\'eki K., Takada I.}
\B{80}{On Steinhaus problem in number theory - computation of cyclic parts of Steinhaus problem for power 9.}{\MSN {\bf 8}, 227-231.}

\A{Is\'eki K., Yutani H.}
\B{80}{On ordinal unions of BCK-algebras.}{\MSN {\bf 8}, 307-308.}

\A{Iskander A.A.}
\B{65}{Struktura sootvetstvij universal'noj algebry.}{\Izv {\bf 29}, 1357-1372.}
\B{65a}{Universal'nye algebry s sootnosheniyami i amal'gamy.}{Vestnik Mosk. un-ta {\bf 4}, 22-28.}
\B{66}{Partial universal algebras with preassigned lattices of subalgebras and correspondencies.}{(Russian) Mat. Sb. {\bf 70}, 438-456.}
\B{71}{Subalgebra systems of powers of partial universal algebras.}{\PJM {\bf 38}, 457-463.}
\B{72}{Algebraic functions on p-rings.}{\CM {\bf 25}, 37-41.}
\B{72a}{On Boolean extensions of primal algebras.}{Math. Z. {\bf 124}, 203-207.}
\B{72b}{On subalgebra lattices of universal algebras.}{\PAMS {\bf 32}, 32-36.}
\B{74}{Product of ring varieties and attainability.}{\TAMS {\bf 193}, 231-238.}
\B{77}{Coverings in the lattice of varieties.}{\CMSJB {\bf 17}, 189-203.}

\A{Istinger M., Kaiser H.K.}
\B{76}{A characterization of polynomially complete algebras.}{TU Wien, Preprint.}

\A{Istinger M., Kaiser H.K., Pixley A.F.}
\B{79}{Interpolation in congruence permutable algebras.}{\CM {\bf 42}, 229-239.}

\A{Ivanov S.G.}
\B{66}{Standartnye podgruppy.}{Mat. zap. Ur. GU {\bf 5}, 44-55.}

\A{Ivanov S.V.}
\B{98}{On aspherical presentations of groups.}{}

\A{Ivanova O.A.}
\B{64}{On direct powers of unary algebras.}{(Russian) Vestnik Moskov. Univ. Ser. I. Mat. Mekh. {\bf 3}, 31-38.}

\A{Iwanik A.}
\B{72}{Remarks on infinite complete algebras.}{\BAPS {\bf 20}, 909-910.}
\B{74}{A remark on a paper of H. H\"oft.}{\FM {\bf 84}, 75-78.}
\B{74a}{On infinite complete algebras.}{\CM {\bf 29}, 195-199, 307.}
\B{75}{Embedding semigroups in semigroups generated by idempotents.}{\CMSJB {\bf 17}, 205-208.}
\B{78}{An embedding theorem for semigroups.}{\AU {\bf 8}, 89-90.}

\A{Iwata S.}
\B{02}{On matroid intersection adjacency.}{Discrete Math. {\bf 242}, 277-281.}

\A{Izbash V., Prodan N.}
\B{96}{On D-groupoids, quasigroups and homomorphisms.}{Bul. A.S. a R.M. Matem. No.1(20), 31-34.}

\A{Jachanov\'a J.}
\B{75}{Epimorphisms of k-nets without singular points.}{Kni\v zn. odbor. a v\v ed. spis\accent23u VUT Brn\v e, Sec.1, B-56, 41-46.}

\A{Jackson M.}
\B{00}{Finite semigroups whose varieties have uncountably many subvarieties.}{J. Algebra {\bf 228}, 512-535.}
\B{02}{Generalising congruence regularity for varieties.}{\AU {\bf 48}, 249-252.}
\B{02a}{On locally finite varieties with undecidable equational theory.}{\AU {\bf 47}, 1-6.}
\B{?}{On flat algebras and universal Horn logic.}{Preprint, 1-33.}
\B{04}{Semilattices with closure.}{\AU {\bf 52}, 1-37.}

\A{Jackson M., McKenzie R.}
\B{06}{Interpreting graph colourability in finite semigroups.}{\IJAC {\bf 16}, 119-140.}
\B{?}{A finitely generated variety of semigroups whose finite membership problem is NP-complete or worse.}{Preprint}

\A{Jackson M., Sapir O.}
\B{00}{Finitely based, finite sets of words.}{\IJAC {\bf 10}, 683-708.}
\B{?}{Finite basis problems for syntactic monoids of finite complete languages.}{}


\A{Jacobs E., Schwabauer R.}
\B{64}{The lattice of equational classes of algebras with one unary operation.}{\AMM {\bf 71}, 151--155.}

\A{Jakub\'\i k J.}
\B{54}{O graficheskom izomorfizme struktur.}{\CMJ {\bf 4}, 131-141.}
\B{54a}{On the graph isomorphism of semi-modular lattices.}{(Slovak) \MCSAV {\bf 4}, 162-177.}
\B{54}{Congruence relations on abstract algebras.}{(Russian) \CMJ {\bf 4}, 314-317.}
\B{55}{Pryamye razlozheniya edinicy v modulyarnykh strukturakh.}{\CMJ {\bf 5}, 399-411.}
\B{55a}{Congruence relations and weak projectivity in lattices.}{(Slovak) \v Casopis P\v est. Mat. {\bf 80}, 206-216.}
\B{56}{On the existence of algebras.}{(Czech) \v Casopis P\v est. Mat. {\bf 81}, 43-54.}
\B{57}{Remark on the Jordan-Dedekind condition in Boolean algebras.}{\v Casopis P\v est. Mat. {\bf 82}, 44-46.}
\B{58}{On chains in Boolean lattices.}{(Slovak) \MCSAV {\bf 8}, 193-202.}
\B{72}{Conditionally $\alpha$-complete sublattices of a distributive lattice.}{\AU {\bf 2}, 255-261.}
\B{75}{Modular lattices of locally finite length.}{\AS {\bf 37}, 79-82.}
\B{96}{Directly indecomposable direct factors of a lattice.}{Math. Bohemica {\bf 121}, 281-292.}
\B{97}{Lateral and Dedekind completions of strongly projectable lattice ordered groups.}{\CMJ {\bf 47}, 511-523.}
\B{98}{On archimedean MV-algebras.}{\CMJ {\bf 48}, 575-582.}
\B{98a}{Complete generators and maximal completions of MV-algebras.}{\CMJ {\bf 48}, 597-607.}
\B{99}{Subdirect product decompositions of MV-algebras.}{\CMJ {\bf 49}, 163-173.}
\B{99a}{Radical classes of MV-algebras.}{\CMJ {\bf 49}, 191-211.}
\B{99b}{Cantor-Bernstein theorem for MV-algebras.}{\CMJ {\bf 49}, 517-526.}
\B{99c}{Distinguished extensions of an MV-algebra.}{\CMJ {\bf 49}, 867-876.}
\B{00}{Lateral completion of a projectable lattice ordered group.}{\CMJ {\bf 50}, 431-434.}
\B{00a}{On cut completions of Abelian lattice ordered groups.}{\CMJ {\bf 50}, 587-602.}
\B{00b}{Convexities of normal valued lattice ordered groups.}{\CMJ {\bf 50}, 641-649.}
\B{01}{Lexicographic products of half linearly ordered groups.}{\CMJ {\bf 51}, 127-138.}
\B{01a}{State-homomorphisms on MV-algebras.}{\CMJ {\bf 51}, 609-616.}
\B{01b}{Distinguished completion of a direct product of lattice ordered groups.}{\CMJ {\bf 51}, 661-671.}
\B{01c}{Complete distributivity of lattice ordered groups and vector spaces.}{\CMJ {\bf 51}, 889-896.}
\B{02}{On half cyclically ordered groups.}{\CMJ {\bf 52}, 275-294.}
\B{02a}{Torsion classes of Specker lattice-ordered groups.}{\CMJ {\bf 52}, 469-482.}
\B{02b}{On intervals and isometries of MV-algebras.}{\CMJ {\bf 52}, 651-668.}
\B{03}{Graph automorphisms and cells of lattices.}{\CMJ {\bf 53}, 103-111.}
\B{03a}{Convex chains in a pseudo MV-algebra.}{\CMJ {\bf 53}, 113-125.}
\B{03b}{On free MV-algebras.}{\CMJ {\bf 53}, 313-317.}
\B{03c}{Higher degrees of distributivity in MV-algebras.}{\CMJ {\bf 53}, 641-653.}
\B{03d}{On product MV-algebras.}{\CMJ {\bf 53}, 797-810.}
\B{03e}{On orthogonally $\sigma$-complete lattice ordered groups.}{\CMJ {\bf 53}, 881-888.}
\B{03f}{Projectability and splitting property of lattice ordered groups.}{\CMJ {\bf 53}, 907-915.}
\B{03g}{On varieties of pseudo MV-algebras.}{\CMJ {\bf 53}, 1031-1040.}

\A{Jakub\'\i k J., Kolibiar M.}
\B{54}{O nekotorykh svojstvakh par struktur.}{\CMJ {\bf 4}, 1-27.}

\A{Jakub\'\i kov\'a-Studenovsk\'a D.}
\B{97}{Retract irreducibility of connected monounary algebras II.}{\CMJ {\bf 47}, 113-126.}
\B{97a}{Retract varieties of monounary algebras.}{\CMJ {\bf 47}, 701-716.}
\B{98}{Monounary algebras and bottleneck algebras.}{\AU {\bf 40}, 59-72.}
\B{98a}{Antiatomic retract varieties of monounary algebras.}{\CMJ {\bf 48}, 793-808.}

\B{00}{DR-irreducibility of connected monounary algebras.}{\CMJ {\bf 50}, 705-720.}
\B{02}{Homogeneous monounary algebras.}{\CMJ {\bf 52}, 309-317.}
\B{03}{On 2-homogeneity of monounary algebras.}{\CMJ {\bf 53}, 55-68.}
\B{03a}{Partially-2-homogeneous monounary algebras.}{\CMJ {\bf 53}, 655-668.}

\A{James H.H.}
\B{76}{Cardinalities of endomorphism monoids of direct powers of universal algebras.}{(Abstract) Notices AMS {\bf 23}, A-573.}

\A{James I.M.}
\B{64}{Quasigroups and topology.}{Math. Z. {\bf 84}, 329-342.}

\A{Jameson G.}
\B{70}{Ordered linear spaces.}{\LNM {\bf 141}. Springer-Verlag.}

\A{Janelidze Z.}
\B{03}{Characterization of pointed varieties of universal algebras.}{Theory and Applications of Categories {\bf 11}, 212-214.}

\A{Janowitz M.F.}
\B{64}{Projective ideals and congruence relations I.}{Technical Report No 51, Univ. New Mexico.}
\B{64a}{Projective ideals and congruence relations II.}{Technical Report No 63, Univ. New Mexico.}
\B{65}{A characterisation of standard ideals.}{\AH {\bf 16}, 289-301.}
\B{67}{The center of a complete relatively complemented lattice is a complete sublattice.}{\PAMS {\bf 18}, 189-190.}
\B{68}{Perspective properties of relatively complemented lattices.}{J. Natur. Sci. and Math. {\bf 8}, 193-210.}
\B{68a}{Section semicomplemented lattices.}{Math. Z. {\bf 108}, 63-76.}
\B{75}{Annihilator preserving relations of lattices.}{\AU {\bf 5}, 391-394.}
\B{75a}{Semimultiplicative residuated mappings.}{\AU {\bf 5}, 429-442.}
\B{76}{A note on Rickart rings and semi-Boolean algebras.}{\AU {\bf 6}, 9-12.}
\B{76a}{Modular SM-semilattices.}{\AU {\bf 6}, 13-20.}
\B{77}{A triple construction for SM-semilattices.}{\AU {\bf 7}, 389-402.}
\B{83}{On the $^*$-order for Rickart $^*$-rings.}{\AU {\bf 16}, 360-369.}

\A{Janssen P., Nourine L.}
\B{03}{A simplicial elimination scheme for $\land$-semidistributive lattices and interval collapsing.}{\AU {\bf 50}, 171-178.}

\A{Jaritz R.}
\B{87}{Homomorphismen von Zerlegungsstrukturen in Gr\"ossensysteme.}{Math. Nachr. {\bf 134}, 55-71.}

\A{Jarzembski G.}
\B{87}{Lattices of free extensions in categories of partially algebraic structures.}{Demonstratio Math. {\bf 20}, 163-183.}
\B{88}{Weak varieties of partial algebras.}{\AU {\bf 25}, 247-262.}

\A{Jauch J.M.}
\B{68}{Foundations of quantum mechanics.}{Addison-Wesley, Reading, Mass.}

\A{Jauch J.M., Piron C.}
\B{63}{Can hidden variables be excluded in quantum mechanics?}{Helv. Phys. Acta {\bf 36}, 827-837.}
\B{69}{On the structure of quantal proposition systems.}{Helv. Phys. Acta {\bf 42}, 842-848.}

\A{Jayaram C.}
\B{83}{Semilattices and finite Boolean algebras.}{\AU {\bf 16}, 390-394.}
\B{01}{2-join decomposition lattices.}{\AU {\bf 45}, 7-13.}
\B{02}{$l$-prime elements in multiplicative lattices.}{\AU {\bf 48}, 117-127.}
\B{02a}{Primary elements in Pr\"ufer lattices.}{\CMJ {\bf 52}, 585-593.}
\B{03}{Laskerian lattices.}{\CMJ {\bf 53}, 351-363.}
\B{04}{Almost $\pi$-lattices.}{\CMJ {\bf 54}, 119-130.}
\B{06}{Algebraic lattices and Boolean algebras.}{\AU {\bf 55}, 297-303.}

\A{Jayaram C., Johnson E.W.}
\B{97}{Strong compact elements in multiplicative lattices.}{\CMJ {\bf 47}, 105-112.}
\B{98}{$\sigma$-elements in multiplicative lattices.}{\CMJ {\bf 48}, 641-651.}

\A{Jech T.}
\B{?}{A short proof of the irreflexivity condition.}{}

\A{Jedli\v cka P.}
\B{?}{Semidirect products of lattice.}{Preprint.}

\A{Jen\v ca G.}
\B{02}{A Cantor-Bernstein type theorem for effect algebras.}{\AU {\bf 48}, 399-411.}

\A{Jen\v ca G., Pulmannov\'a S.}
\B{02}{Quotients of partial abelian monoids and the Riesz decomposition property.}{\AU {\bf 47}, 443-477.}

\A{Jensen Chr.U.}
\B{63}{On characterisations of Pr\"ufer rings.}{\MS {\bf 13}, 90-98.}

\A{Jeong J.}
\B{99}{A decidable variety that is finitely undecidable.}{\JSL {\bf 64}, 651-677.}

\A{Je\v zek J.}
\B{68}{On the equivalence between primitive classes of universal algebras.}{\ZMLG {\bf 14}, 309-320.}
\B{68a}{Reduced dimension of primitive classes of universal algebras.}{\CMUC {\bf 9}, 103-108.}
\B{68b}{Principal dual ideals in lattices of primitive classes.}{\CMUC {\bf 9}, 533-545.}
\B{69}{Primitive classes of algebras with unary and nullary operations.}{\CM {\bf 20}, 159-179.}
\B{70}{On categories of structures and classes of algebras.}{Dissertationes Math. {\bf 75}, Warszawa 1970. 30 pp.}
\B{70a}{An embedding of groupoids and monomorphisms into simple groupoids.}{\CMUC {\bf 11}, 91-98.}
\B{70b}{On atoms in lattices of primitive classes.}{\CMUC {\bf 11}, 515-532.}
\B{71}{The existence of upper semicomplements in lattices of primitive classes.}{\CMUC {\bf 12}, 519-532.}
\B{71a}{Upper semicomplements and a definable element in the lattice of groupoid varieties.}{\CMUC {\bf 12}, 565-586.}
\B{71b}{On lattices of primitive classes.}{Mini-conference on universal algebra, Szeged, 9-10.}
\B{72}{Algebraicity of endomorphisms of some relational structures.}{\AUC {\bf 13}, 43-52.}
\B{74}{Realization of small concrete categories by algebras and injective homomorphisms.}{\CM {\bf 29}, 61-69.}
\B{75}{Normal subsets of quasigroups.}{\CMUC {\bf 16}, 77-85.}
\B{75a}{Endomorphism semigroups and subgroupoid lattices.}{\CMSJB {\bf 17}, 209-212.}
\B{75b}{Algebraicity of endomorphisms of some structures.}{\AFRC 17-18.}
\B{76}{Intervals in the lattice of varieties.}{\AU {\bf 6}, 147-158.}
\B{76a}{EDZ-varieties: the Schreier property and epimorphisms onto.}{\CMUC {\bf 17}, 281-290.}
\B{76b}{Univerz\'aln\'\i\ algebra a teorie model\accent23u.}{SNTL, Praha. 226 pp.}
\B{77}{Varieties of algebras with equationally definable zeros.}{\CMJ {\bf 27}, 394-414.}
\B{77a}{A note on complex groupoids.}{\CMSJB {\bf 29}, 419-420.}
\B{78}{Univerz\'aln\'\i\ algebra.}{U\v cebn\'\i\ texty pro postgradu\'aln\'\i\ kurs "Modern\'\i\ aplikovan\'a algebra" na MFF KU v Praze. Praha, 126 pp.}
\B{79}{Terms and semiterms.}{\CMUC {\bf 20}, 447-460.}
\B{81}{The lattice of equational theories. Part I: Modular elements.}{\CMJ {\bf 31}, 127-152.}
\B{81a}{The lattice of equational theories. Part II: The lattice of full sets of terms.}{\CMJ {\bf 31}, 573-603.}
\B{82}{The lattice of equational theories. Part III: Definability and automorphisms.}{\CMJ {\bf 32}, 129-164.}
\B{82a}{Simple semilattices with two commuting automorphisms.}{\AU {\bf 15}, 162-175.}
\B{82b}{Free groupoids in varieties determined by a short equation.}{\AUC {\bf 23}, 3-24.}
\B{82c}{The number of minimal varieties of idempotent groupoids.}{\CMUC {\bf 23}, 199-205.}
\B{82d}{A note on isomorphic varieties.}{\CMUC {\bf 23}, 579-588.}
\B{83}{On join-indecomposable equational theories.}{\LNM {\bf 1004}, 159-165.}
\B{84}{Subdirectly irreducible and simple Boolean algebras with endomorphisms.}{\LNM {\bf 1149}, 150-162.}
\B{85}{Elementarily non-equivalent infinite partition lattices.}{\AU {\bf 20}, 132-133.}
\B{85a}{Nonfinitely based three-element idempotent groupoids.}{\AU {\bf 20}, 292-301.}
\B{85b}{Lattices isomorphic with their free powers.}{Order {\bf 2}, 69-79.}
\B{86}{The lattice of equational theories. Part IV: Equational theories of finite algebras.}{\CMJ {\bf 36}, 331-341.}
\B{86a}{Equational theories of some almost unary groupoids.}{\CMUC {\bf 27}, 421-433.}
\B{88}{Minimal bounded varieties.}{\CMUC {\bf 29}, 261-265.}
\B{90}{On representable mappings of semigroups into cardinals.}{Rivista di Matematica Pura ed Applicata {\bf 6}, 99-103.}
\B{91}{Subdirectly irreducible semilattices with an automorphism.}{\SF {\bf 43}, 178-186.}
\B{96}{A note on finite sets of terms closed under subterms and unification.}{\CMUC {\bf 37}, 655--656.}
\B{97}{Enumerating left distributive groupoids.}{\CMJ {\bf 47}, 717--727.}
\B{98}{A decidable equational theory with undecidable membership problem for finite algebras.}{\AU {\bf 40}, 497--499.}
\B{99}{Some decidable congruences of free monoids.}{\CMJ {\bf 49}, 475--480.}
\B{02}{Termal groupoids.}{\CMJ {\bf 52}, 705--716.}
\B{02a}{Three-variable equations of posets.}{\CMJ {\bf 52}, 811--816.}
\B{03}{Constructions over tournaments.}{\CMJ {\bf 53}, 413-428.}
\B{04}{A note on idempotent modifications of groups.}{\CMJ {\bf 54}, 229-231.}
\B{04a}{One-element extensions in the variety generated by tournaments.}{\CMJ {\bf 54}, 233-246.}
\B{06}{The ordering of commutative terms.}{\CMJ {\bf 56}, 133-154.}
\B{07}{Slim groupoids.}{\CMJ {\bf 57}, 1275-1288.}
\B{07a}{Varieties of idempotent slim groupoids.}{\CMJ {\bf 57}, 1289-1309.}

\A{Je\v zek J., Kepka T.}
\B{74}{Atoms in the lattice of varieties of distributive groupoids.}{\CMSJB {\bf 14}, 185-194.}
\B{75}{Extensive varieties.}{\AUC {\bf 16}, 79-87.}
\B{75a}{The lattice of varieties of commutative abelian distributive groupoids.}{\AU {\bf 5}, 225-237.}
\B{75b}{Semigroup representations of commutative idempotent abelian groupoids.}{\CMUC {\bf 16}, 487-500.}
\B{75c}{Quasigroups, isotopic to a group.}{\CMUC {\bf 16}, 59-76.}
\B{76}{Free commutative idempotent abelian groupoids and quasigroups.}{\AUC {\bf 17}, 13-19.}
\B{77}{Varieties of abelian quasigroups.}{\CMJ {\bf 27}, 473-503.}
\B{78}{Quasitrivial and nearly quasitrivial distributive groupoids and semigroups.}{\AUC {\bf 19}, 25-44.}
\B{79}{Varieties of quasigroups determined by short strictly balanced identities.}{\CMJ {\bf 29}, 84-96.}
\B{81}{Free entropic groupoids.}{\CMUC {\bf 22}, 223-233.}
\B{81a}{Semigroup representations of medial groupoids.}{\CMUC {\bf 22}, 513-524.}
\B{83}{Medial groupoids.}{Rozpravy \v CSAV, \v Rada mat. a p\v r\'\i r. v\v ed {\bf 93}, 1983. 93 pp.}
\B{83a}{Torsion groupoids.}{\CMJ 7-26.}
\B{83b}{Equational theories of medial groupoids.}{\AU {\bf 17}, 174-190.}
\B{83c}{Simple semimodules over commutative semirings.}{\AS {\bf 46}, 17-27.}
\B{83d}{Idealfree CIM-groupoids and open convex sets.}{\LNM {\bf 1004}, 166-175.}
\B{83e}{Notes on distributive groupoids.}{\CMUC {\bf 24}, 237-249.}
\B{84}{Permutable groupoids.}{\CMJ {\bf 34}, 396-410.}
\B{84a}{Distributive groupoids and symmetry-by-mediality.}{\AU {\bf 19}, 208-216.}
\B{84b}{Modular groupoids.}{\CMJ {\bf 34}, 477-487.}
\B{89}{Varieties of groupoids determined by short linear identities.}{\CMJ {\bf 39}, 644-658.}
\B{90}{Notes on the number of associative triples.}{\AUC {\bf 31/1}, 15-19.}
\B{93}{Medial division groupoids.}{\PAMS {\bf 119}, 423--426.}
\B{96}{Bijective reflexions and coreflexions of commutative unars.}{\AUC {\bf 37/1}, 31--40.}
\B{96a}{Groupoids and the associative law XII. (Representable cardinal functions).}{\AUC {\bf 37/1}, 41--62.}
\B{97}{Self-distributive groupoids of small orders.}{\CMJ {\bf 47}, 463--468.}
\B{98}{Linear equational theories and semimodule representations.}{\IJAC {\bf 8}, 599--615.}
\B{99}{Left distributive semigroups.}{Part D1 of: Selfdistributive groupoids. Universit\'e de Caen CNRS ESA 6081.}
\B{00}{The equational theory of paramedial cancellation groupoids.}{\CMJ {\bf 50}, 25--34.}
\B{02}{The factor of a subdirectly irreducible algebra through its monolith.}{\AU {\bf 47}, 319-327.}
\B{06}{Selfdistributive groupoids Part D1: Left distributive semigroups.}{\AUC {bf 47}, 15-56.}

\A{Je\v zek J., Kepka P., N\v emec P.}
\B{78}{The category of totally symmetric quasigroups is binding.}{\AUC {\bf 19}, 63-64.}
\B{81}{Distributive groupoids.}{Rozpravy \v CSAV, \v Rada mat. a p\v r\'\i r. v\v ed {\bf 91}, 1981. 94 pp.}

\A{Je\v zek J., Markovi\'c P., Mar\'oti M., McKenzie R.}
\B{99}{The variety generated by tournaments.}{\AUC {\bf 40/1}, 21--41.}
\B{00}{Equations of tournaments are not finitely based.}{Discrete Mathematics {\bf 211}, 243-248.}

\A{Je\v zek J., Markovi\'c P., Stanovsk\'y D.}
\B{07}{Homomorphic images of finite subdirectly irreducible unary algebras.}{\CMJ {\bf 57}, 671-677.}

\A{Je\v zek J., Mar\'oti M.}
\B{?}{Membership problems for finite entropic groupoids.}{}

\A{Je\v zek J., Mar\'oti M., McKenzie R.}
\B{?}{Quasiequational theories of flat algebras.}{}

\A{Je\v zek J., McKenzie R.}
\B{93}{Definability in the lattice of equational theories of semigroups.}{Semigroup Forum {\bf 46}, 199--245.}
\B{01}{The variety generated by equivalence algebras.}{\AU {\bf 45}, 211--219.}

\A{Je\v zek J., McNulty G.F.}
\B{89}{Bounded and well-placed theories in the lattice of equational theories.}{\AU {\bf 26}, 311--331.}
\B{95}{Finite axiomatizability of congruence rich varieties.}{\AU {\bf 34}, 191-213.}
\B{95a}{The existence of finitely based lower covers for finitely based equational theories.}{\JSL {\bf 60}, 1242-1250.}
\B{95b}{Perfect bases for equational theories.}{\JSC {\bf 19}, 489-505.}

\A{Je\v zek J., Ne\v set\v ril J.}
\B{83}{Ramsey varieties.}{Europ. J. Combinatorics {\bf 4}, 143-147.}

\A{Je\v zek J., Newrly N., T\accent23uma J.}
\B{90}{Remarks on equational theories of semilattices with operators.}{\CMUC {\bf 31}, 415--425.}

\A{Je\v zek J., Pudl\'ak P., T\accent23uma J.}
\B{90}{On equational theories of semilattices with operators.}{\BAuMS {\bf 42}, 57--70.}

\A{Je\v zek J., Quackenbush R.W.}
\B{90}{Directoids: Algebraic models of up-directed sets.}{\AU {\bf 27}, 49--69.}
\B{?}{The top of the lattice of clones of quasiprojections.}{}
\B{95}{Minimal clones of conservative functions.}{\IJAC {\bf 5}, 615-630.}

\A{Je\v zek J., Slav\'\i k V.}
\B{74}{Some examples of primitive lattices.}{\AUC {\bf 14}, 3-8.}
\B{79}{Primitive lattices.}{\CMJ {\bf 29}, 595-634.}
\B{89}{Free lattices over halflattices.}{\CMUC {\bf 30}, 303-211.}
\B{90}{Free lattices over join-trivial partial lattices.}{\AU {\bf 27}, 10-31.}
\B{00}{Incomparably continuable sets of semilattices.}{Math. Bohemica {\bf 125}, 135--137.}
\B{00a}{Random posets, lattices, and lattice terms.}{Math. Bohemica {\bf 125}, 129--133.}
\B{01}{Congruence lattices of finite chains with endomorphisms.}{Math. Bohemica {\bf 126}, 737--744.}
\B{05}{Compact elements in the lattice of varieties.}{Math. Bohemica {\bf 130}, 107-110.}

\A{Je\v zek J., Trnkov\'a V.}
\B{86}{Varieties of groupoids with comprehensive free products.}{\AU {\bf 22}, 142-153.}

\A{Jipsen P.}
\B{88}{Varieties of lattices.}{Thesis reprints 004, Univ. Cape Town, Preliminary Publ.}
\B{?}{Complex algebras of rectangular bands.}{}

\A{Jipsen P., Kisielewicz A.}
\B{?}{The sizes of minimal clones with a semilattice operation.}{}

\A{Jipsen P., Kramer R.L., Maddux R.D.}
\B{95}{Total tense algebras and symmetric semiassociative relation algebras.}{\AU {\bf 34}, 404-423.}

\A{Jipsen P., Montagna F.}
\B{06}{On the structure of generalized BL-algebras.}{\AU {\bf 55}, 227-238.}

\A{Jipsen P., Rose H.}
\B{89}{Absolute retracts and amalgamation in certain congruence distributive varieties.}{\CanMB {\bf 32}, 309-313}
\B{92}{Varieties of lattices.}{Lecture Notes in Math. {\bf 1533}. Springer-Verlag, Berlin - New York.}

\A{Jipsen P., Tsinakis C.}
\B{02}{A survey of residuated lattices.}{Kluwer Academic Publishers, Dordrecht, 19-56.}

\A{John R.}
\B{76}{On classes of algebras definable by regular equations.}{\CM {\bf 36}, 17-21.}
\B{77}{A note on implicational subcategories.}{\CMSJB {\bf 17}, 213-222.}
\B{78}{G"ultigkeitsbegriffe f\"ur Gleichungen in partiellen Algebren.}{Math. Z. {\bf 159}, 25-35.}

\A{Johnsen E.C.}
\B{73}{Combinatorial structures in loops I. Elements of the decomposition theory.}{J. Combin. Theory {\bf 14}, 149-166.}

\A{Johnsen E.C., Storer T.}
\B{74}{Combinatorial structures in loops II. Commutative inverse property cyclic neofields of prime-power order.}{\PJM {\bf 52}, 115-127.}

\A{Johnson C.S.,Jr, McMorris F.R.}
\B{83}{Semigroups that tree order sets on which they act.}{\AU {\bf 16}, 255-257.}

\A{Johnson D.}
\B{90}{A catalog of complexity classes.}{in: Handbook of Theor. Comput. Sci., Vol. A, Elsevier, Amsterdam, 69-161.}

\A{Johnson J.S.}
\B{69}{Marczewski independence in mono-unary algebras.}{\CM {\bf 20}, 7-11.}
\B{71}{Congruences and strong congruences of partial algebras.}{Manuscript.}
\B{72}{Triples for classes which are not varieties.}{\AU {\bf 2}, 3-6.}

\A{Johnson J.S., Manes E.G.}
\B{70}{On modules over a semiring.}{J. Algebra {\bf 15}, 57-67.}

\A{Johnson K.W.}
\B{81}{S-rings over loops, right mapping groups and transversals in permutation groups.}{Math. Proc. Cambridge Phil. Soc. {\bf 89}, 433-443.}

\A{Johnson K.W., Sharma B.L.}
\B{78}{Construction of commutative weak inverse property loops of most orders.}{Commun. Algebra {\bf 6}, 1157-1168.}
\B{78a}{A variety of loops.}{Ann. Soc. sci. Bruxelles ser.1, {\bf 92}/1-2, 25-41.}
\B{80}{On a family of Bol loops.}{Boll. Unione mat. ital. 2.suppl., 119-126.}
\B{81}{Constructions of weak inverse property loops.}{Rocky Mount. J. Math. {\bf 11}, 1-8.}

\A{Johnstone P.T.}
\B{79}{Automorphisms of $\Omega$.}{\AU {\bf 9}, 1-7.}

\A{Jones G.T.}
\B{72}{Pseudocomplemented semilattices.}{Ph.D. Thesis, UCLA.}
\B{74}{Projective pseudocomplemented lattices.}{\PJM {\bf 52}, 443-456.}

\A{Jones N.D.}
\B{75}{Space-bounded reducibility among combinatorial problems.}{J. Comput. System Sci. {\bf 11}, 68-85.}

\A{Jones N.D., Laaser W.T.}
\B{77}{Complete problems for deterministic polynomial time.}{Theoret. Comput. Sci. {\bf 3}, 105-117.}

\A{Jones P.R.}
\B{79}{A homomorphic image of a semimodular lattice need not be semimodular: an answer to a problem of Birkhoff.}{\AU {\bf 9}, 127-130.}
\B{80}{A graphical representation for the free product of E-unitary inverse semigroups.}{\SF {\bf 24}, 195-221.}

\A{Jones P.}
\B{83}{Distributive, modular and separating elements in lattices.}{Rocky Mountain J. of Math. {\bf 13}, 429-436.}
\B{83a}{On congruence lattices of regular semigroups.}{J. Algebra {\bf 82}, 18-39.}
\B{88}{Congruence semimodular varieties of semigroups.}{}

\A{J\'onsson B.}
\B{51}{A Boolean algebra without proper automorphisms.}{\PAMS {\bf 2}, 766-770.}
\B{53}{On the representation of lattices.}{\MS {\bf 1}, 193-206.}
\B{54}{Modular lattices and Desargues' theorem.}{\MS {\bf 2}, 295-314.}
\B{54a}{Representations of lattices II.}{\BAMS {\bf 60}.}
\B{55}{Distributive sublattices of a modular lattice.}{\PAMS {\bf 6}, 682-688.}
\B{56}{Universal relational systems.}{\MS {\bf 4}, 193-208.}
\B{56a}{A unique decomposition theorem for relational addition.}{Appendix in A. Tarski, Ordinal Algebras, Amsterdam 4, 99-123.}
\B{57}{On direct decompositions of torsion-free Abelian groups.}{\MS {\bf 5}, 230-235.}
\B{57a}{On isomorphism types of groups and other algebraic systems.}{\MS {\bf 5}, 224-229.}
\B{59}{Representations of modular lattices and relation algebras.}{\TAMS {\bf 92}, 449-464.}
\B{59a}{Arguesian lattices of dimension $n\leq4$.}{\MS {\bf 7}, 133-145.}
\B{59b}{Lattice-theoretic approach to projective and affine geometry.}{The axiomatic method with special reference to geometry and physics (Henkin, Suppes and Tarski, Eds.), North-Holland, Amsterdam, pp.188-203.}
\B{59c}{On direct decompositions of torsion-free Abelian groups.}{\MS {\bf 7}, 361-371.}
\B{60}{Homogeneous universal relational systems.}{\MS {\bf 8}, 137-142.}
\B{60a}{Representations of complemented modular lattices.}{\TAMS {\bf 97}, 64-94.}
\B{61}{Sublattices of a free lattice.}{\CanJM {\bf 13}, 256-264.}
\B{61a}{Extensions of von Neumann's coordinatization theorem.}{\LT 65-70.}
\B{62}{Arithmetic properties of freely $\alpha$-generated lattices.}{\CanJM {\bf 14}, 476-481.}
\B{62a}{Algebraic extensions of relational systems.}{\MS {\bf 11}, 179-205.}
\B{62b}{Defining relations for full semigroups of finite transformations.}{Michigan J. of Math. {\bf 9}, 77-85.}
\B{62c}{Representations of relatively complemented modular lattices.}{\TAMS {\bf 103}, 272-303.}
\B{63}{Extensions of relational structures.}{\TM, 146-157.}
\B{65}{Extensions of relational structures.}{Proc. 1963 Int. Symp. at Univ. Calif., Berkeley, North-Holland, Amsterdam, 146-157.}
\B{66}{The unique factorization problem for finite relational structures.}{\CM {\bf 14}, 1-32.}
\B{67}{Algebras whose congruence lattices are distributive.}{\MS {\bf 21}, 110-121.}
\B{68}{Equational classes of lattices.}{\MS {\bf 22}, 187-196.}
\B{68a}{Algebraic structures with prescribed automorphism groups.}{\CM {\bf 19}, 1-4.}
\B{68b}{On the residuation in the lattice of group varieties.}{Scientia Islandica 14-15.}
\B{70}{Relatively free lattices.}{\CM {\bf 21}, 191-196.}
\B{71}{Relatively free products of lattices.}{\AU {\bf 1}, 362-373.}
\B{71a}{The amalgamation property in varieties of modular lattices.}{Notices AMS {\bf 18}, 400.}
\B{72}{Topics in universal algebra.}{\LNM {\bf 250}, Springer-Verlag, New York.}
\B{72a}{The class of Arguesian lattices is selfdual.}{\AU {\bf 2}, 396.}
\B{72b}{Some recent trends in general algebra.}{\PTS 1-20.}
\B{74}{Sums of finitely based lattice varieties.}{Advances in Math. {\bf 14}, 454-468.}
\B{74a}{Varieties of algebras and their congruence varieties.}{Proc. Int. Congr. of Math., 315-320.}
\B{74b}{Some recent trends in universal algebra.}{\PTS 1-19.}
\B{75}{Varieties of algebras and their congruence varieties.}{Proc. International Congress of Mathematicians, Vancouver, B.C., 1974, Canadian Math. Congress, 315-320.}
\B{76}{Sums of finitely based lattice varieties.}{Advances in Math. {\bf 14}, 454-468.}
\B{76a}{Identities in congruence varieties.}{\CMSJB {\bf 14}, 195-205.}
\B{77}{The variety covering the variety of all modular lattices.}{\MS {\bf 41}, 5-14.}
\B{77a}{Varieties of lattices: Some open problems.}{\CMSJB {\bf 29}, 421-436.}
\B{79}{On finitely based varieties of algebras.}{\CM {\bf 42}, 255-261.}
\B{79a}{Congruence varieties.}{Appendix 3 in: G.~Gr\"atzer, Universal Algebra (2nd ed.), Springer-Verlag.}
\B{80}{Congruence varieties.}{\AU {\bf 10}, 355-394.}
\B{82}{Varieties of relation algebras.}{\AU {\bf 15}, 273-298.}
\B{82a}{Powers of partially ordered sets: The automorphism group.}{\MS {\bf 51}, 121-141.}
\B{82b}{Arithmetic of ordered sets.}{in Ordered sets, ed. I. Rival, D. Reidel Publ. Comp., Dodrecht.}
\B{82c}{Varieties of lattices: Some open problems.}{\CMSJB {\bf 29}, 421-436.}
\B{84}{Amalgamation of pure embeddings.}{\AU {\bf 19}, 266-268.}
\B{84a}{Maximal algebras of binary relations.}{Contemporary Mathematics {\bf 33}, 299-307.}
\B{85}{Arguesian lattices.}{Proc. 19th Nordic Congress of Mathematicians, Reykjavik, 1984, 78-108.}
\B{86}{The contributions of Alfred Tarski to general algebra.}{\JSL {\bf 51}, 883-889.}
\B{88}{Relation algebras and Schr\"oder categories.}{Discrete Mathematics {\bf 70}, 27-45.}
\B{90}{Dilworth's work on decompositions in semimodular lattices.}{in: The Dilworth Theorems, Selected Papers of Robert P. Dilworth, Birkh\"auser, Basel, 187-191.}
\B{95}{Congruence distributive varieties.}{Math. Japonica {\bf 42}, 353-401.}
\B{?1}{Amalgamation in small varieties of lattices.}{}
\B{?2}{Introduction to universal algebra.}{}
\B{?3}{A short proof of Baker's finite basis theorem.}{}

\A{J\'onsson B., Freese R.}
\B{76}{Congruence modularity implies the Arguesian property.}{\AU {\bf 6}, 225-228.}

\A{J\'onsson B., Gehrke M.}
\B{?}{Bounded distributive lattices with additional operations.}{}

\A{J\'onsson B., Kiefer J. E.}
\B{62}{Finite sublattices of a free lattice.}{\CanJM {\bf 14}, 487-497.}

\A{J\'onsson B., McKenzie R.}
\B{82}{Powers of partially ordered sets: cancellation and refinement properties.}{\MS {\bf 51}, 87-120.}

\A{J\'onsson B., McNulty G., Quackenbush R.W.}
\B{75}{The ascending and descending varietal chains of a variety.}{\CanJM {\bf 27}, 25-31.}

\A{J\'onsson B., Monk G.}
\B{69}{Representation of primary Arguesian lattices.}{\PJM {\bf 30}, 95-139.}

\A{J\'onsson B., Nation J.B.}
\B{77}{A report on sublattices of a free lattice.}{\CMSJB {\bf 17}, 223-257.}
\B{87}{Representations of 2-distributive modular lattices of finite length.}{\AS {\bf 51}, 123-128.}

\A{J\'onsson B., Nelson E.}
\B{74}{Relatively free products in regular varieties.}{\AU {\bf 4}, 14-19.}

\A{J\'onsson B., Olin Ph.}
\B{68}{Almost direct products and saturation.}{Logic and Foundations of Mathematics, Compositio Mathematica {\bf 20}, 125-132.}
\B{76}{Elementary equivalence and relatively free products of lattices.}{\AU {\bf 6}, 313-325.}

\A{J\'onsson B., Rival I.}
\B{77}{Critical edges in subdirectly irreducible lattices.}{\PAMS {\bf 66}, 194-196.}
\B{79}{Lattice varieties covering the smallest non-modular variety.}{\PJM {\bf 82}, 463-478.}

\A{J\'onsson B., Tarski A.}
\B{47}{Direct decompositions of finite algebraic systems.}{Notre Dame Mathematical Lectures {\bf 5}, Notre Dame, Ind.}
\B{49}{Cardinal products of isomorphism types.}{in: Cardinal Algebras by A. Tarski, 253-312.}
\B{51}{Boolean algebras with operators, Part I.}{Amer. J. Math. {\bf 73}, 891-939.}
\B{52}{Boolean algebras with operators II.}{Amer. J. Math. {\bf 74}, 127-162.}
\B{61}{On two properties of free algebras.}{\MS {\bf 9}, 95-101.}

\A{J\'onsson B., Tsinakis C.}
\B{93}{Relation algebras as residuated Boolean algebras.}{\AU {\bf 30}, 469-478.}
\B{03}{Semi-direct products of residuated lattices.}{Manuscript.}

\A{J\'onsson B., Whaley T.P.}
\B{74}{Congruence relations and multiplicity types of algebras.}{\PJM 505-520.}

\A{Joshi V.}
\B{07}{On forbidden configuration of 0-distributive lattices.}{Preprint}

\A{Jouannaud J.-P.}
\B{87}{(ed.) Rewriting techniques and applications.}{Academic Press, New York.}

\A{Jouannaud J.-P., Kirchner H.}
\B{86}{Completion of a set of rules modulo a set of equations.}{Siam J. Comput. {\bf 15}, 1155--1194.}

\A{Joyce D.}
\B{82}{A classifying invariant of knots and knot quandles.}{J. Pure Appl. Algebra {\bf 23}, 37-65.}
\B{82a}{Simple quandles.}{J. Algebra {\bf 79}, 307-318.}

\A{Jun Y.B., Kim J.Y., Kim H.S.}
\B{05}{On Q-upper algebras.}{Order {\bf 22}, 191-200.}

\A{Just W.}
\B{88}{Remark on the altitude of Boolean algebras.}{\AU {\bf 25}, 283-289.}

\A{Kaarli K.}
\B{83}{Compatible function extension property.}{\AU {\bf 17}, 200-207.}
\B{01}{A new characterization of arithmeticity.}{\AU {\bf 45}, 345-347.}

\A{Kaarli K, McKenzie R.}
\B{97}{Affine complete varieties are congruence distributive.}{\AU {\bf 38}, 329-354.}

\A{Kaarli K., Pixley A.F.}
\B{87}{Affine complete varieties.}{\AU {\bf 24}, 74-90.}
\B{94}{Finite arithmetical affine complete algebras having no proper subalgebras.}{\AU {\bf 31}, 557-579.}
\B{00}{Polynomial completeness in universal algebra.}{Chapman \&\ Hall / CRC Press.}
\B{02}{The decidability of the affine completeness generation problem.}{\AU {\bf 48}, 129-131.}
\B{06}{Weakly diagonal algebras and definable principle congruences.}{\AU {\bf 55}, 203-212.}

\A{Kaarli K., Priestley H.A.}
\B{04}{Endoprimality without duality.}{\AU {\bf 51}, 361-372.}

\A{Ka\v dourek J., Pol\'ak L.}
\B{?1}{On the word problem for free semigroups satisfying $x^r=x$.}{}
\B{?2}{On the word problem for free completely regular semigroups.}{}

\A{Kaiser H.K.}
\B{74}{A class of locally complete universal algebras.}{\JLMS {\bf 9}, 5-8.}
\B{75}{On a problem in the theory of primal algebras.}{\AU {\bf 5}, 307-311.}
\B{75a}{\"Uber lokal polynomvollst\"andige universale Algebren.}{Abh. Math. Sem. Univ. Hamburg {\bf 43}, 158-165.}
\B{79}{A remark on algebras with the interpolation property.}{\CGA 113-119.}
\B{?1}{Contributions to the theory of polynomially complete algebras.}{An. Acad. Brasil Ci.}
\B{?2}{\"Uber kompatible Funktionen in universalen Algebren.}{\AH.}
\B{?3}{A note on simple universal algebras.}{\CMSJB {\bf 29}.}

\A{Kaiser H.K., Lidl R.}
\B{75}{Erweiterungs- und R\'edeipolynomvollst\"andigkeit universaler Algebren.}{\AH {\bf 26}, 251-257.}

\A{Kaiser H.K., M\'arki L.}
\B{80}{Remarks on a paper of L. Szab\'o and \'A. Szendrei.}{\AS {\bf 42}, 95-98.}

\A{Kalfa C.}
\B{86}{Decision problems concerning properties of finite sets of equations.}{\JSL {\bf 51}, 79--87.}
\B{?1}{Some undecidability results in strong algebraic languages.}{\JSL.}
\B{?2}{Decidable properties of finite sets of equations in trivial languages.}{\JSL.}
\B{?3}{Covering relation in the language of mono-unary algebras with at most one constant symbol.}{\AU.}

\A{Kalicki J.}
\B{52}{On comparison of finite algebras.}{\PAMS {\bf 3}, 36--40.}
\B{55}{The number of equationally complete classes of equations.}{Indag. Math. {\bf 58}, 660--662.}

\A{Kalicki J., Scott D.}
\B{53}{Some equationally complete algebras.}{\BAMS {\bf 59}, 77--78.}
\B{55}{Equational completeness of abstract algebras.}{Indag. Math. {\bf 17}, 650--659.}

\A{Kalman J.A.}
\B{60}{Equational completeness and families of sets closed under subtraction.}{Indag. Math. {\bf 22}, 402-405.}
\B{68}{A two axiom definition for lattices.}{Rev. Roumaine Math. Pures Appl. {\bf 13}, 669-670.}
\B{80}{The join of the varieties of implication algebras and semilattices.}{Math. Chronicle {\bf 9}, 41-52.}

\A{Kalmbach G.}
\B{83}{Orthomodular Lattices.}{Academic Press, London.}

\A{Kamae T., Rao H., Tan B., Xue Y.M.}
\B{06}{Language structure of pattern Sturmian words.}{\DM {\bf 306}, 1651-1668.}

\A{Kandry-Rodi A., Kapur D., Narendran P.}
\B{87}{An ideal-theoretic approach to word problems and unification problems over finitely presented commutative algebras.}{In \Jou, 345-364.}

\A{Kang Y.Y.}
\B{87}{Joins of finitely based lattice varieties.}{Thesis, Vanderbilt Univ.}

\A{Kannan V., Rajagopalan M.}
\B{71}{On rigidity and groups of homeomorphisms.}{General Topology and its Relations to Modern Analysis and Algebra III, 231-234.}

\A{Kannappan P.}
\B{72}{O lupakh so svojstvom slaboj obratimosti.}{\MI {\bf 7/1}, 198-203.}
\B{73}{Characterization of certain groupoids and loops.}{\PAMS {\bf 40}, 401-406.}
\B{73a}{On inverse property loops.}{Demonstr. math. {\bf 6}, 137-141.}
\B{73b}{Groupoids and groups.}{Dtsch. Math.-Ver. {\bf 75/2}, 94-100.}
\B{74}{On some identities.}{Math. Stud. {\bf 40}, 260-264.}
\B{76}{On Moufang and extra loops.}{\PMD {\bf 23}, 103-109.}

\A{Kantorovich L.V., Vulikh B.Z., Pinsker A.G.}
\B{50}{Funkcional'nyj analiz v poluuporyadochannykh prostranstvakh.}{M.-L., GITTL.}

\A{Kaplan V.M.}
\B{78}{O dostizhimykh klassakh gruppoidov, kvazigrupp i lup.}{\Sib {\bf 19}, 604-616.}

\A{Kaplansky I.}
\B{47}{Lattices of continuous functions.}{\BAMS {\bf 53}, 617-623.}

\A{Kapovich I., Myashnikov A., Schupp P., Shpilrain V.}
\B{03}{Generic-case complexity, decision problems in group theory, and random walks.}{\JA {\bf 264}, 665-694.}

\A{Kappos D.A.}
\B{69}{Probability algebras and stochastic spaces.}{Academic Press, New York.}

\A{Kappos D.A., Papangelou F.}
\B{66}{Remarks on the extension of continuous lattices.}{Math. Ann. {\bf 166}, 277-283.}

\A{Kapur D., Narendran P.}
\B{85}{A finite Thue system with decidable word probem and without equivalent finite canonical system.}{Theoretical Computer Science {\bf 35}, 337--344.}

\A{Karatay A.B.}
\B{74}{A generalization of the characterization theorem of Boolean extensions.}{\AU {\bf 4}, 185-189.}

\A{Karigl G.}
\B{79}{A note on the congruence lattice of arbitrary infinite function algebras.}{\CGA 121-129.}

\A{Karklin'sh B.B., Karklin' V.B.}
\B{76}{Universal'no-avtomorfno-inversnye lupy.}{\SiK 82-86.}
\B{76a}{Inversnye lupy.}{\SiK 87-101.}

\A{Karnofsky J.}
\B{68}{Some results on finite equational bases for finite algebras.}{Seminar notes, Univ. California Berkeley, 1-22.}

\A{Karolinskaya L.N.}
\B{60}{Direct decompositions of abstract algebras with distinguished subalgebras.}{(Russian) \IV {\bf 17}, 106-113.}

\A{Karolinskaya L.N., Stelletskij I.V.}
\B{66}{Kongruencii na slabo modulyarnykh strukturakh.}{\Sib {\bf 7}, 1033-1038.}

\A{Karpushev O.A.}
\B{?}{Linejnyj algoritm raspoznavaniya distributivnoj reshetki.}{}

\A{Karrass A., Solitar D.}
\B{56}{Some remarks on the infinite symmetric groups.}{Math. Z. {\bf 66}, 64-69.}

\A{Kartashov V.K.}
\B{80}{Kvazimnogoobraziya unarov s konechnym chislom ciklov.}{\AiL {\bf 19}, 173-193.}
\B{80a}{Kvazimnogoobraziya unarov.}{\MZam {\bf 27}, 7-20.}

\A{Kat\v etov M.}
\B{51}{Remarks on Boolean algebras.}{\CM {\bf 2}, 229-235.}

\A{Katri\v n\'ak T.}
\B{66}{Zamechaniya k strukturam Stouna I.}{\MCSAV {\bf 16}, 128-142.}
\B{67}{Zamechaniya k strukturam Stouna II.}{\MCSAV {\bf 17}, 20-37.}
\B{68}{Pseudokomplement\"are Halbverb\"ande.}{\MCSAV {\bf 18}, 121-143.}
\B{70}{Die Kennzeichnung der distributiven pseudokomplement\"aren Halbverb\"ande.}{\JR {\bf 241}, 160-179.}
\B{71}{\"Uber eine Konstruktion der distributiven pseudokomplement\"aren Verb\"ande.}{Math. Nachr. {\bf 53}, 85-99.}
\B{71a}{Relativ Stonesche Halbverb\"ande sind Verb\"ande.}{\BSRL {\bf 40}, 91-93.}
\B{72}{Die freien Stoneschen Verb\"ande und ihre Tripelcharakterisierung.}{\AH {\bf 23}, 315-326.}
\B{72a}{\"Uber die Konstruktion der distributiven pseudokomplement\"aren Verb\"ande.}{Math. Nachr. {\bf 53}, 85-99.}
\B{72b}{Subdirectly irreducible modular p-algebras.}{\AU {\bf 2}, 166-173.}
\B{73}{Primitive Klassen von modularen S-Algebren.}{\JR {\bf 261}, 55-70.}
\B{73a}{A new proof of the construction theorem for Stone algebras.}{\PAMS {\bf 40}, 75-78.}
\B{73b}{Construction of some subdirectly irreducible modular p-algebras.}{\AU {\bf 3}, 321-327.}
\B{73c}{The cardinality of the lattice of all equational classes of p-algebras.}{\AU {\bf 3}, 328-329.}
\B{73d}{The structure of distributive double p-algebras.}{\AU {\bf 3}, 238-246.}
\B{74}{Injective double Stone algebras.}{\AU {\bf 4}, 259-267.}
\B{74a}{Congruence extension property for distributive double p-algebras.}{\AU {\bf 4}, 273-276.}
\B{74b}{Varieties of modular p-algebras.}{\CM {\bf 29}, 179-187.}
\B{75}{A new description of the free Stone algebra.}{\AU {\bf 5}, 179-189.}
\B{75a}{Equational classes of modular p-algebras.}{\AFRC 19-21.}
\B{76}{On a problem of G. Gratzer.}{\PAMS {\bf 56}, 19-24.}
\B{77}{Essential extensions of Stone algebras.}{\AU {\bf 7}, 1-3.}
\B{77a}{Essential extensions and injective hulls of double Stone algebras.}{\AU {\bf 7}, 5-23.}
\B{77b}{Congruence lattices of distributive p-algebras.}{\AU {\bf 7}, 265-272.}
\B{78}{Construction of modular double S-algebras.}{\AU {\bf 8}, 15-22.}
\B{79}{Subdirectly irreducible p-algebras.}{\AU {\bf 9}, 116-126.}
\B{83}{Constructions of p-algebras.}{\AU {\bf 17}, 288-316.}

\A{Katri\v n\'ak T., Guri\v can J.}
\B{06}{Projective extensions of semilattices.}{\AU {\bf 55}, 45-55.}

\A{Katri\v n\'ak T., Mederly P.}
\B{74}{Construction of modular p-algebras.}{\AU {\bf 4}, 301-315.}

\A{Katsov Y.}
\B{04}{On flat semimodules over semirings.}{\AU {\bf 51}, 287-299.}

\A{Katz P., Straus E.G.}
\B{64}{Infinite sums in algebraic structures.}{\PJM {\bf 15}, 181-190.}

\A{Kautschitsch H., M\"uller W.B.}
\B{79}{\"Uber die Kettenregel in $A[x_1,...,x_n]$ und $A[[x_1,...,x_n]]$.}{\CGA 131-136.}

\A{Keane O.}
\B{75}{Abstract Horn theories.}{Model theory and topoi, \LNM {\bf 445}, 15-50.}

\A{Kearnes K.A.}
\B{88}{Topics in Algebra: Injective Completeness, Fine Spectra and Relative Presentability.}{Ph. D. thesis , University of California at Berkeley.}
\B{89}{On the relationship between AP, RS and CEP}{\PAMS {\bf 105}, 827-839.}
\B{90}{Relatively congruence distributive subquasivarieties of a congruence modular variety.}{\BAuMS {\bf 41}, 87-96.}
\B{90a}{Atomicity and nilpotence.}{\CanJM {\bf 42}, 1-18.}
\B{91}{Congruence lower semimodularity and 2-finiteness imply congruence modularity.}{\AU {\bf 28}, 1-11.}
\B{91a}{Finite algebras that generate an injectively complete modular variety.}{\BAuMS {\bf 44}, 303-324.}
\B{91b}{Residual bounds for varieties of modules.}{\AU {\bf 28}, 448-452.}
\B{91c}{Finite algebras that generate an injectively complete variety.}{\BAuMS {\bf 44}, 303-324.}
\B{91d}{Type preservation in locally finite varieties with the CEP.}{\CanJM {\bf 43}, 748-769.}
\B{93}{An order-theoretic property of the commutator.}{\IJAC {\bf 3}, 491-533.}
\B{93a}{Congruence permutable and congruence 3-permutable locally finite varieties.}{\JA {\bf 156}, 36-49.}
\B{93b}{Natural examples of quasivarieties with EDPM.}{\AU {\bf 30}, 598-600.}
\B{95}{Every nearly idempotent plain algebra generates a minimal variety.}{\AU {\bf 34}, 322-325.}
\B{95a}{Semilattice modes I, II.}{\AU {\bf 34}, 220-272; 273-303.}
\B{95b}{A quasi-affine representation.}{\IJAC {\bf 5}, 673-702.}
\B{95c}{Minimal clones with abelian representations.}{\AS {\bf 61}, 59-76.}
\B{95d}{Varieties with a difference term.}{\JA {\bf 177}, 926-960.}
\B{96}{Idempotent simple algebras.}{in: Logic and Algebra (Pontignano, 1994). Lecture Notes in Pure and Appl. Math. {\bf 180}, 529-572.}
\B{96a}{Cardinality bounds for subdirectly irreducible algebras.}{J. Pure Appl. Algebra {\bf 112}, 293-312.}
\B{96b}{Locally solvable factors of varieties.}{\PAMS {\bf 124}, 3619-3625.}
\B{96c}{Critical algebras and the Frattini congruence II.}{\BAuMS {\bf 53}, 91-100.}
\B{97}{A Hamiltonian property for nilpotent algebras.}{\AU {\bf 37}, 403-421.}
\B{97a}{The class of prime semilattices is not finitely axiomatizable.}{\SF {\bf 55}, 133-134.}
\B{99}{A characterization of locally finite varieties that satisfy a nontrivial congruence identity.}{\AU {\bf 42}, 195-204.}
\B{99a}{Congruence modular varieties with small free spectra.}{\AU {\bf 42}, 165-181.}
\B{99b}{Subdirectly irreducible modes.}{Discuss. Math. Algebra Stochastic Methods {\bf 19}, 129-145.}
\B{00}{Categorical quasivarieties via Morita equivalence.}{\JSL {\bf 65}, 839-856.}
\B{00a}{Almost all minimal idempotent varieties are congruence modular.}{\AU {\bf 44}, 39-45.}
\B{01}{Congruence join semidistributivity is equivalent to a congruence identity.}{\AU {\bf 46}, 373-387.}
\B{?1}{Congruence lattices of neutral algebras.}{}
\B{?2}{Right nilpotence implies left nilpotence for finite algebras.}{}
\B{?3}{Idempotent simple algebras.}{}
\B{05}{Congruence lattices of locally finite algebras.}{\AU {\bf 54}, 237-248.}

\A{Kearnes K.A., Kiss E.W.}
\B{99}{Finite algebras of finite complexity.}{Discrete Math. {\bf 207}, 89-135.}
\B{99a}{Modularity prevents tails.}{\PAMS {\bf 127}, 11-19.}
\B{00}{Left and right nilpotence degree are independent.}{\CGA {\bf 13}, 1-11.}
\B{03}{Residual smallness and weak centrality.}{\IJAC {\bf 13}, 35-59.}
\B{05}{The triangular principle is equivalent to the triangular scheme.}{\AU {\bf 54}, 373-383.}

\A{Kearnes K.A., Kiss E.W., Valeriote M.A.}
\B{98}{Minimal sets and varieties.}{\TAMS {\bf 350}, 1-41.}
\B{99}{A geometric consequence of residual smallness.}{Annals Pure and Appl. Logic {\bf 99}, 137-169.}

\A{Kearnes K.A., Marczak A.W.}
\B{07}{$p_n$-sequences of algebras with one fundamental operation.}{\AU {\bf 56}, 69-75.}

\A{Kearnes K., McKenzie R.}
\B{92}{Commutator theory for relatively modular quasivarieties.}{\TAMS {\bf 331}, 465-502.}

\A{Kearnes K., Sequeira L.}
\B{02}{Hausdorff properties of topological algebras.}{\AU {\bf 47}, 343-366.}

\A{Kearnes K.A., Szendrei \'A.}
\B{97}{A characterization of minimal locally finite varieties.}{\TAMS {\bf 349}, 1749-1768.}
\B{97a}{Self-rectangulating varieties of type 5.}{\IJAC {\bf 7}, 511-540.}
\B{98}{Projectivity and isomorphism of strictly simple algebras.}{\AU {\bf 39}, 45-56.}
\B{98a}{The relationship between two commutators.}{\IJAC {\bf 8}, 497-531.}
\B{99}{The residual character of varieties generated by strictly simple term minimal algebras.}{\AU {\bf 42}, 269-292.}
\B{99a}{The classification of entropic minimal clones.}{Discuss. Math. Algebra Stochastic Methods {\bf 19}, 147-178.}
\B{01}{Collapsing permutation groups.}{\AU {\bf 45}, 35-51.}
\B{05}{Clones of finite groups.}{\AU {\bf 54}, 23-52.}

\A{Kearnes K.A., Valeriote M.}
\B{99}{A modification of Polin's variety.}{\AU {\bf 41}, 229-231.}

\A{Kearnes K.A., Vogt F.}
\B{96}{Bialgebraic contexts from dualities.}{\JAuMS {\bf 60}, 389-404.}

\A{Kearnes K., Willard R.}
\B{94}{Inherently nonfinitely based solvable algebras.}{\CanMB {\bf 37}, 514-521.}
\B{99}{Finiteness properties of locally finite abelian varieties.}{\IJAC {\bf 9}, 157-168.}
\B{99a}{Residually finite, congruence meet-distributive varieties of finite type have a finite residual bound.}{\PAMS {\bf 127}, 2841-2850.}

\A{Kehayopulu N.}
\B{79}{A characterization of some regular duo le-semigroupes.}{\CGA 137-143.}

\A{Keimel K.}
\B{70}{Darstellung von Halbgruppen und universellen Algebren durch Schnitte in Garben; biregul\"are Halbgruppen.}{Math. Nachr. {\bf 45}, 81-96.}

\A{Keimel K., Werner H.}
\B{74}{Stone duality for varieties generated by quasiprimal algebras.}{Memoirs AMS {\bf 148}, 59-85.}

\A{Keisler H. J.}
\B{60}{Theory of models with generalized atomic formulas.}{\JSL {\bf 25}, 1-26.}
\B{61}{Ultraproducts and elementary classes.}{\NAW {\bf 64}, 477-495.}
\B{61a}{On some results of J\'onsson and Tarski concerning free algebras.}{\MS {\bf 9}, 102-106.}
\B{63}{Limit ultrapowers.}{\TAMS {\bf 107}, 382-408.}
\B{64}{Good ideals in fields of sets.}{Ann. of Math. {\bf 79}, 338-359.}
\B{64a}{On cardinalities of ultraproducts.}{\BAMS {\bf 70}, 644-647.}
\B{64b}{Unions of relational systems.}{\PAMS {\bf 15}, 540-545.}
\B{64c}{Ultraproducts and saturated models.}{\NAW {\bf 67}, 178-186.}
\B{65}{Reduced products and Horn classes.}{\TAMS {\bf 117}, 307-328.}
\B{65a}{Finite approximations of infinitely long formulas.}{\TM 158-169.}
\B{65b}{Some applications of infinitely long formulas.}{\JSL {\bf 30}, 339-349.}
\B{65c}{Limit ultraproducts.}{\JSL {\bf 30}, 212-234.}
\B{65d}{A survey of ultraproducts.}{Proc. of the 1964 Int. Congress of Logic, Meth. and Phil. of Sci., Amsterdam, 112-126.}
\B{66}{First order properties of pairs of cardinals.}{\BAMS {\bf 72}, 141-144.}
\B{66a}{Some model-theoretic results for $\omega$-logic.}{Israel J. Math. {\bf 4}, 249-261.}
\B{67}{Ultraproducts of finite sets.}{\JSL {\bf 32}, 47-57.}
\B{67a}{Ultraproducts which are not saturated.}{\JSL {\bf 32}, 23-46.}
\B{71}{On theories categorical in their own power.}{\JSL {\bf 36}, 240-244.}

\A{Kelenson P.}
\B{72}{Regular (normal) Schreier varieties of universal algebras.}{(Abstracts) Notices AMS {\bf 19}, A-435, A-567.}
\B{73}{Generalized semi-categorical algebras.}{Math. Nachr. {\bf 55}, 21-32.}
\B{73a}{Generalized structure theorems of primal algebra theory.}{Math. Nachr. {\bf 55}, 1-19.}

\A{Kelly D.}
\B{72}{A note on equationally compact lattices.}{\AU {\bf 2}, 80-84.}
\B{73}{Basic equations: Word problems and Mal'cev conditions.}{(Abstract) Notices AMS {\bf 20}, A-54.}
\B{77}{The 3-irreducible partially ordered sets.}{\CanJM {\bf 29}, 367-383.}
\B{80}{Modular lattices of dimension two.}{\AU {\bf 11}, 101-104.}
\B{81}{On the dimension of prartially ordered sets.}{Discrete Math. {\bf 35}, 135-156.}
\B{83}{Sizes of equational bases for idempotent algebras.}{\CGA {\bf 2}, 197-199.}
\B{?}{Complete rules of inference for universal sentences.}{}

\A{Kelly D., Padmanabhan R.}
\B{85}{Identities common to four abelian group operations with zero.}{\AU {\bf 21}, 1--24.}
\B{02}{Self-dual lattice identities.}{\AU {\bf 48}, 413-426.}
\B{04}{Irredundant self-dual bases for self-dual lattice varieties.}{\AU {\bf 52}, 501-517.}
\B{05}{Orthomodular lattices and permutable congruences.}{\AU {\bf 53}, 227-228.}

\A{Kelly D., Padmanabhan R., Wolk B.}
\B{?}{Identities common to addition and subtraction.}{}

\A{Kelly D., Rival I.}
\B{74}{Crowns, fences, and dismantlable lattices.}{\CanJM {\bf 26}, 1257-1271.}
\B{75}{Certain partially ordered sets of dimension three.}{J. Combin. Theory A {\bf 18}, 239-242.}
\B{75a}{Planar lattices.}{\CanJM {\bf 27}, 636-665.}

\A{Kelly G.M.}
\B{80}{A unified treatment of transfinite constructions for free algebras, free monoids, colimits, associated sheaves, and so on.}{\BAuMS {\bf 22}, 1-83.}
\B{80a}{Examples of nonmonadic structures on categories.}{J. Pure Appl. Algebra {\bf 18}, 59-66.}

\A{Kelly G.M., Koubek V.}
\B{81}{The large limits that all good categories admit.}{J. Pure Appl. Algebra {\bf 22}, 253-263.}

\A{Kelly G.M., Laplaza M.L.}
\B{80}{Coherence for compact closed categories.}{J. Pure Appl. Algebra {\bf 19}, 193-213.}

\A{Kel'tenova R.T.}
\B{75}{Ekvacional'naya kompaktnost' algebr unarnykh operacij.}{Izv. AN KazSSR Ser. Fiz.-Mat., 82-84.}

\A{Kennison J.F.}
\B{?}{Full reflective subcategories and generalized covering spaces.}{}

\A{Kepka T.}
\B{71}{Regular mappings of groupoids.}{\AUC {\bf 12/1}, 25-37.}
\B{72}{A note on compatible reflexive relations on quasigroups.}{\CMUC {\bf 13}, 593-598.}
\B{72a}{On one class of quasigroups.}{\v Cas. p\v est.at. {\bf 97}, 347-356.}
\B{72b}{The totally simple quasigroups.}{\CMUC {\bf 13}, 577-582.}
\B{75}{Quasigroups which satisfy certain generalized forms of the abelian identity.}{\v Cas. P\v est. Mat. {\bf 100}, 46-60.}
\B{75a}{$\Lambda,R$-transitive groupoids.}{\AUC {\bf 16}, 71-77.}
\B{75b}{Normal congruence relations on division groupoids.}{\AUC {\bf 16}, 89-95.}
\B{76}{Structure of triabelian quasigroups.}{\CMUC {\bf 17}, 229-240.}
\B{77}{Extensive groupoid varieties.}{\CMSJB {\bf 17}, 259-285.}
\B{77a}{Epimorphisms in some groupoid varieties.}{\CMUC {\bf 18}, 265-279.}
\B{77b}{On a class of non-associative rings.}{\CMUC {\bf 18}, 531-540.}
\B{78}{A note on WA-quasigroups.}{\AUC {\bf 19/2}, 61-62.}
\B{78a}{Structure of weakly abelian quasigroups.}{\CMJ {\bf 28}, 181-188.}
\B{78b}{Commutative distributive groupoids.}{\AUC {\bf 19/2}, 45-58.}
\B{78c}{Distributive Steiner quasigroups of order $3^5$.}{\CMUC {\bf 19}, 389-401.}
\B{78d}{A note on simple quasigroups.}{\AUC {\bf 19}, 59-60.}
\B{79}{Medial division groupoids.}{\AUC {\bf 20/1}, 41-60.}
\B{79a}{Distributive division groupoids.}{Math. Nachr. {\bf 87}, 103-107.}
\B{79b}{Notes on quasimodules.}{\CMUC {\bf 20}, 229-247.}
\B{79c}{F-quasigroups isotopic to Moufang loops.}{\CMJ {\bf 29}, 62-83.}
\B{79d}{Strong amalgamation property in some groupoid varieties.}{\CMSJB {\bf 28}, 373-385.}
\B{80}{A note on associative triples of elements in cancellation groupoids.}{\CMUC {\bf 21}, 479-487.}
\B{80a}{Commutative Moufang loops and distributive Steiner quasigroups nilpotent of class 3.}{\CMUC {\bf 21}, 355-370.}
\B{81}{A note on the number of associative triples in finite commutative Moufang loops.}{\CMUC {\bf 22}, 745-753.}
\B{81a}{A note on subdirectly irreducible groupoids.}{\AUC {\bf 22}, 25-28.}
\B{81b}{Notes on associative triples of elements in commutative groupoids.}{\AUC {\bf 22}, 39-47.}
\B{81c}{Notes on left distributive groupoids.}{\AUC {\bf 22}, 23-37.}
\B{81d}{On a class of subdirectly irreducible groupoids.}{\AUC {\bf 22}, 17-24.}
\B{81e}{On a class of groupoids.}{\AUC {\bf 22}, 29-49.}
\B{81f}{Quasitrivial groupoids and balanced identities.}{\AUC {\bf 22}, 49-64.}
\B{82}{Multiplication groups of some quasigroups.}{\CMSJB {\bf 29}, 459-465.}
\B{83}{Distributive groupoids and preradicals I, II.}{\CMUC {\bf 24}, 183-197; 199-209.}
\B{83a}{One-element extensions of distributive groupoids.}{\AUC {\bf 24}, 73-77.}
\B{84}{Varieties of left distributive semigroups.}{\AUC {\bf 25}, 3-18.}
\B{85}{Hamiltonian quasimodules and trimedial quasigroups.}{\AUC {\bf 26}, 11-20.}
\B{86}{A construction of commutative Moufang loops and quasimodules.}{\CMUC {\bf 27}, 499-518.}
\B{87}{Distributive division groupoids.}{Math. Nachr. {\bf 87}, 103-107.}
\B{89}{Quasigroups having at most three inner mappings.}{\AUC {\bf 30}, 3-11.}
\B{90}{Associativity semihypergroups and cardinal-valued semigroups.}{Fourth Int. Congress on AHA, World Sci. 123-127.}
\B{91}{A note on representable pairs.}{Rivista di mat. pura ed appl. {\bf 9}, 135-136.}
\B{91a}{m-medial n-quasigroups.}{\CMUC {\bf 32}, 9-14.}
\B{93}{Semirings whose additive endomorphisms are multiplicative.}{\CMUC {\bf 34}, 213-219.}
\B{94}{Ideals in selfdistributive groupoids.}{\CMUC {\bf 35}, 187-191.}
\B{94a}{Non-idempotent left symmetric left distributive groupoids.}{\CMUC {\bf 35}, 181-186.}

\A{Kepka T., B\'en\'eteau L.}
\B{86}{Small finite trimedial quasigroups.}{Commun. in Algebra {\bf 14}, 1067-1090.}

\A{Kepka T., Jan\v ca\v r\'\i k A.}
\B{97}{Multiplication groups of quasigroups and loops III.}{\AUC {\bf 38}, 53-62.}

\A{Kepka T., Kratochv\'\i l J.}
\B{84}{Graphs and associative triples in quasitrivial groupoids.}{\CMUC {\bf 25}, 679-687.}

\A{Kepka T., N\v emec P.}
\B{71}{T-quasigroups II.}{\AUC {\bf 12}, 31-49.}
\B{77}{Unipotent quasigroups.}{\AUC {\bf 18}, 13-22.}
\B{79}{Notes on distributive groupoids.}{Math. Nachr. {\bf 87}, 93-101.}
\B{79a}{Quasimodules generated by three elements.}{\CMUC {\bf 20}, 249-266.}
\B{79b}{Quasigroups whose regular mappings are automorphisms.}{\AUC {\bf 20}, 61-71.}
\B{80}{Trilinear constructions of quasimodules.}{\CMUC {\bf 21}, 341-354.}
\B{81}{Distributive groupoids and the finite basis property.}{J. Algebra {\bf 70}, 229-237.}
\B{81a}{Commutative Moufang loops and distributive groupoids of small orders.}{\CMJ {\bf 31}, 633-669.}
\B{82}{A note on left distributive groupoids.}{\CMSJB {\bf 29}, 467-471.}
\B{99}{Selfdistributive groupoids. Part A1: Non-idempotent left distributive groupoids.}{Univ. de Caen, Rap. de recherche, 100pp.}
\B{00}{Connected transversals - the Zassenhaus case.}{\CMUC {\bf 41}, 299-300.}

\A{Kepka T., Niemenmaa M.}
\B{86}{On splitting k-systems.}{\AUC {\bf 27}, 3-10.}

\A{Kepka T., Phillips J.D.}
\B{97}{Connected transversals to subnormal subgroups.}{\CMUC {\bf 38}, 223-230.}

\A{Kepka T., Pol\'ak P.}
\B{91}{Groupoids of fractions I.}{Rivista di mat. pura ed appl. {\bf 10}, 109-124.}
\B{95}{Groupoids of fractions III, IV.}{Rivista di mat. pura ed appl. {\bf 16}, 71-82; 121-132.}

\A{Kepka T., \v S\v cukin K.K.}
\B{93}{Simple quasigroups whose inner permutations commute.}{\CMUC {\bf 34}, 223-227.}

\A{Kepka T., Trch M.}
\B{93}{Groupoids and the associative law II. (Groupoids with small semigroup distance.)}{\AUC {\bf 34}, 67-83.}
\B{94}{Groupoids and the associative law IV. (Sz\'asz-H\'ajek groupoids of type (A,B,A).)}{\AUC {\bf 35}, 31-42.}
\B{95}{Groupoids and the associative law III. (Sz\'asz-H\'ajek groupoids.)}{\AUC {\bf 36}, 17-30.}
\B{95a}{Groupoids and the associative law V. (Sz\'asz-H\'ajek groupoids of type (A,A,B).)}{\AUC {\bf 36}, 31-44.}
\B{97}{Groupoids and the associative law VI. (Sz\'asz-H\'ajek groupoids of type (a,b,c).)}{\AUC {\bf 38}, 13-22.}

\A{Kepka T., Zejnullahu A.}
\B{89}{Finitely generated left distributive semigroups.}{\AUC {\bf 30}, 33-36.}

\A{Kerdman F.S.}
\B{79}{Analiticheskie lupy Mufang v celom.}{\AiL {\bf 18}, 523-555.}
\B{79a}{Ob analiticheskikh lupakh Mufang v celom.}{DAN SSSR {\bf 249}, 533-536.}

\A{Kerkhoff R.}
\B{65}{Eine Konstruktion absolut freier Algebren.}{Math. Ann. {\bf 158}, 109-112.}
\B{70}{Gleichungsdefinierbare Klassen partieller Algebren.}{Math. Ann. {\bf 185}, 112-133.}

\A{Ketonen J.}
\B{78}{The structure of countable Boolean algebras.}{Ann. Math. {\bf 108}, 11-89.}

\A{Keyun Q., Yang X., Young B.J.}
\B{02}{Ultra LI-ideals in lattice implication algebras.}{\CMJ {\bf 52}, 463-468.}

\A{Khalezov E.A.}
\B{61}{Avtomorfizmy primitivnykh kvazigrupp.}{Mat. sb. {\bf 53}, 329-342.}

\A{Kharat V.S., Waphare B.N., Thakare N.K.}
\B{04}{On forbidden configurations for strong posets.}{\AU {\bf 51}, 111-124.}

\A{Kharlampovich O.}
\B{98}{Tarski's problem about the elementary theory of free groups has a positive solution.}{}

\A{Kharlampovich O.G., Sapir M.V.}
\B{95}{Algorithmic problems in varieties.}{\IJAC {\bf 5}, 379-602.}

\A{Khodkar A., Zahrai S.}
\B{01}{On single laws for varieties of groupoids associated with strongly 2-perfect m-cycle systems.}{\AU {\bf 46}, 499-513.}

\A{Khovanov N.V.}
\B{78}{Universal'noe predstavlenie relyacionnykh sistem.}{150-151.}

\A{Kieffer J., Yang E.}
\B{97}{Ergodic behavior of graph entropy.}{}

\A{Kierstead H.A., McNulty G.F., Trotter W.T.}
\B{84}{A theory of recursive dimension for ordered sets.}{Order {\bf 1}, 67-82.}

\A{Kiesewetter H.}
\B{70}{Ein Zusammenhang zwischen assoziativen und zyklisch-bisymmetrischen Verkn\"upfungen.}{Aeq. math. {\bf 4}, 83-88.}

\A{Kikkawa M.}
\B{64}{On local loops in affine manifolds.}{J. Sci. Hiroshima Univ. Ser. A, Div.1, {\bf 28/2}, 199-207.}
\B{75}{On some quasigroups of algebraic models of symmetric spaces III.}{Mem. Fac. Lit. Sci., Shimane Univ. Nat. Sci. {\bf 9}, 7-12.}

\A{Kim Ann Chi}
\B{82}{Laws in groupoids derived from semigroups.}{\BAuMS {\bf 26}, 385-392.}

\A{Kim K.H., Roush F.}
\B{78}{On groups in varieties of semigroups.}{\SF {\bf 16}, 201-202.}
\B{79}{The semigroup of adjacency patterns of words.}{Algebraic theory of semigroups, Amsterdam, 281-297.}

\A{Kimura N.}
\B{57}{On semigroups.}{Ph.D. Thesis, Tulane.}

\A{Kindermann M.}
\B{79}{\"Uber die \"Aquivalenz von Ordnungspolynomvollst\"andigkeit und Toleranzeinfachheit endlicher Verb\"ande.}{\CGA 145-149.}

\A{Kindler J.}
\B{89}{On a minimax theorem of Terkelsen's.}{TH Darmstadt, Preprint 1228.}

\A{King A.}
\B{06}{Generating indecomposable permutations.}{\DM {\bf 306}, 508-518.}

\A{Kinugawa S., Hashimoto J.}
\B{66}{On relative maximal ideals in lattices.}{Proc. Japan Acad. {\bf 42}, 1-4.}

\A{Kinyon M.K., Kunen K., Phillips J.D.}
\B{02}{A generalization of Moufang and Steiner loops.}{\AU {\bf 48}, 81-101.}

\A{Kinyon M.K., Phillips J.D.}
\B{04}{Axioms for trimedial quasigroups.}{\CMUC {\bf 45}, 287-294.}

\A{Kisielewicz A.}
\B{81}{The $p_n$-sequences of idempotent algebras are strictly increasing.}{\AU {\bf 13}, 233-250.}
\B{86}{Minimal extensions of minimal representable sequences.}{\AU {\bf 22}, 244-252.}
\B{86a}{On idempotent algebras with $p_n(A)=2n$.}{\AU {\bf 23}, 313-323.}
\B{87}{Characterization of $p_n$-sequences for nonidempotent algebras.}{J. Algebra {\bf 108}, 102-115.}
\B{88}{A solution of Dedekind's problem on the number of isotone Boolean functions.}{\JR {\bf 386}, 139-144.}
\B{89}{On algebras with bases of different cardinalities.}{\FM {\bf 133}, 147-154.}
\B{91}{The $p_n$-sequences of idempotent algebras are strictly increasing, II.}{\AU {\bf 28}, 453-458.}
\B{97}{Austin identities.}{\AU {\bf 38}, 324-328.}
\B{94}{Varieties of commutative semigroups.}{\TAMS {\bf 342}, 275-306.}
\B{98}{Permutability class of a semigroup.}{J. Algebra {\bf 226}, 295-310.}
\B{?1}{On the number of polynomials of idempotent algebras.}{\AU.}
\B{?2}{Symmetry groups of permutational equations.}{}
\B{?3}{Definability in the lattice of equational theories of commutative semigroups.}{}
\B{03}{Complete systems of subalgebras.}{\IJAC {\bf 13}, 69-79.}

\A{Kisielewicz A., Tomasik J.}
\B{02}{Essential arities in algebras of finite type and arity trees.}{Discrete Math. 248, 79-91.}

\A{Kiss E.W.}
\B{81}{Each Hamiltonian variety has athe congruence extension property.}{\AU {\bf 12}, 395-398.}
\B{83}{Complemented and skew congruences.}{Ann. Univ. Ferrara {\bf 29}, 111-127.}
\B{83a}{Finitely Boolean representable varieties.}{\PAMS {\bf 899}, 579-582.}
\B{84}{Term functions and subalgebras.}{\AS {\bf 47}, 303-306.}
\B{85}{Definable principal congruences in congruence distributive varieties.}{\AU {\bf 21}, 213-224.}
\B{85a}{A note on varieties of graph algebras.}{\LNM {\bf 1149}, 163-166.}
\B{85b}{Injectivity and related concepts in modular varieties. I. Two commutator properties. II. Congruence extension property.}{\BAuMS {\bf 32}, 33-44, 45-55.}
\B{85c}{Boolean products and subdirect powers.}{\AU {\bf 21}, 312-314.}
\B{97}{An easy way to minimal algebras.}{\IJAC {\bf 7}, 55-75.}
\B{?1}{An introduction to tame congruence theory.}{}

\A{Kiss E.W., M\'arki L., Pr\"ohle P., Tholen W.}
\B{82}{Categorical algebraic properties. A compendium on amalgamation, congruence extension, epimorphisms, residual smallness, and injectivity.}{Seminarberichte aus dem Fachbereich Math. und Informatik. Fern Univ. Nr.11, 142-220.}

\A{Kiss E.W., Pr\"ohle P.}
\B{88}{Problems and results in tame congruence theory.}{Math. Inst. Hung. Acad. Sci., Preprint 60/1988.}

\A{Kiss E.W., Ronuai L.}
\B{81}{On rings having a special type of subring lattice.}{\AH {\bf 37}, 1-3, 223-234.}

\A{Kiss E.W., Valeriote M.}
\B{?1}{The structure of strongly Abelian varieties.}{}
\B{93}{Abelian Algebras and the Hamiltonian Property.}{\JPAA {\bf 87}, 37--49.}
\B{?3}{On tractability and congruence distributivity.}{}

\A{Kiss E.W., Vovsi S.M.}
\B{95}{Critical algebras and the Frattini congruence.}{\AU {\bf 34}, 336-344.}

\A{Kitoroage M.D.}
\B{68}{Lupy, u kotorykh kommutant soderzhitsya v yadre.}{\IsOA\ Vyp.I, 45-53.}
\B{69}{Primer lupy, u kotoroj kommutant soderzhitsya v yadre.}{\BASM {\bf 3}, 60-62.}
\B{71}{O kvazigruppakh, vnutrennie podstanovki kotorykh - avtomorfizmy.}{\VTKL 63-76.}
\B{72}{Yadra v kvazigruppakh.}{\MI {\bf 7/1}, 60-71.}
\B{76}{O nekotorykh izotopakh A-kvazigrupp.}{\VTKL 102-107.}

\A{Kizner F.I.}
\B{69}{Dve teoremy o tozhdestvakh v mul'tioperatornykh algebrakh.}{\UMN {\bf 24}, 39-42.}

\A{Klass M.J.}
\B{74}{Maximum antichains: A sufficient condition.}{\PAMS {\bf 45}, 28-30.}

\A{Klazar M.}
\B{93}{Two results on a partial ordering of finite sequences.}{\CMUC {\bf 34}, 697-705.}

\A{Kleitman D.}
\B{69}{On Dedekind's problem: The number of monotone Boolean functions.}{\PAMS {\bf 21}, 677-682.}

\A{Kleitman D., Edelberg M., Lubell D.}
\B{71}{Maximal sized antichains in partial orders.}{Discrete Math. {\bf 1}, 47-53.}

\A{Kleitman D.J., Rothschild B.L.}
\B{75}{Asymptotic enumeration of partial orders on a finite set.}{\TAMS {\bf 205}, 205--220.}

\A{Klejman E.I.}
\B{76}{O strukture mnogoobrazij inversnykh polugrupp.}{\IV No.7, 106-109.}
\B{77}{On basis of identities of Brandt semigroups.}{\SF {\bf 13}, 209-218.}
\B{79}{O bazisakh tozhdestv mnogoobrazij inversnykh polugrupp.}{\Sib {\bf 20}, 760-777.}
\B{80}{Ob uslovii pokrytiya v reshetke mnogoobrazij inversnykh polugrupp.}{Issledov. algebraichesk. sistem po svojstvam ikh podsistem. Sverdlovsk, 76-91.}
\B{80a}{Dve teoremy o kombinatornykh mnogoobraziyakh inversnykh polugrupp.}{VINITI 3382-80 Dep.}
\B{82}{O psevdomnogoobrazii, porozhdennom konechnoj polugruppoj.}{Algebraichesk. sistemy i ikh mnogoobraziya. Sverdlovsk, 40-42.}
\B{82a}{O tozhdestvakh v gruppakh.}{Tr. Mosk. Matem. o-va {\bf 44}, 62-108.}
\B{83}{O nekotorykh voprosakh teorii mnogoobrazij grupp.}{\Izv {\bf 47}, 37-74.}

\A{Klimov V.N.}
\B{75}{O glavnykh kongruenciyakh polugrupp.}{Matem. zap. Ural. un-ta {\bf 9/3}, 35-43.}

\A{Klingenberg W.}
\B{54}{Projektive und affine Ebenen mit Nachbarelementen.}{Math. Z. {\bf 60}, 384-406.}
\B{55}{Desarguessche Ebenen mit Nachbarelementen.}{Abh. Math. Sem. Univ. Hamburg {\bf 20}, 97-111.}

\A{Klossek S.}
\B{75}{Kommutative Spiegelungsr\"aume.}{Mitteilungen Mat. Sem. Giessen {\bf 117}.}

\A{Klukovits L.}
\B{73}{On commutative universal algebras.}{\AS {\bf 34}, 171-174.}
\B{75}{Hamiltonian varieties of universal algebras.}{\AS {\bf 37}, 11-15.}
\B{89}{The independence of regular identities in groupoids.}{Kobe J. Math. {\bf 6}, 189-200.}
\B{?}{On the independence of the mediality conditions.}{}

\A{Klunder B.}
\B{98}{Representable pseudo-interior algebras.}{\AU {\bf 40}, 177-188.}

\A{Knaster B.}
\B{28}{Un Th\`eor\'eme sur les fonctions d'ensembles.}{Ann. Soc. Polon. Math. {\bf 6}, 133-134.}

\A{Knoebel A.}
\B{00}{The shells of Vaggione: Some comments and questions.}{\AU {\bf 44}, 27-38.}
\B{01}{Cayley-like representations are for all algebras, not merely groups.}{\AU {\bf 46}, 487-497.}

\A{Knoebel R.A.}
\B{70}{Primal extensions of universal algebras.}{Math. Z. {\bf 115}, 53-57.}
\B{70a}{Simplicity vis-\`a-vis functional completeness.}{Math. Ann. {\bf 189}, 299-307.}
\B{73}{Products of independent algebras with finitely generated identities.}{\AU {\bf 3}, 147-151.}
\B{74}{A simplification of the functional completeness proofs of Quackenbush and Sierpinski.}{\AU {\bf 4}, 133-134.}
\B{74a}{Congruence-preserving functions in quasiprimal varieties.}{\AU {\bf 4}, 287-288.}
\B{?}{Functionally complete algebras.}{}

\A{Knuth D.E.}
\B{70}{Notes on central groupoids.}{J. Combin. Theory {\bf 8}, 376-390.}

\A{Knuth D.E., Bendix P.B.}
\B{70}{Simple word problems in universal algebras.}{In: J.~Leech, ed., Computational Problems in Abstract Algebra (Proc. Conf., Oxford, 1967). Pergamon Press, Oxford, 263-297.}

\A{Kobayashi I.}
\B{01}{Complete rewriting systems and homology of monoid algebras.}{J. Pure Appl. Algebra {\bf 65}, 263-275.}

\A{Kobayashi Y., Otto F.}
\B{01}{On homotopical and homological finiteness conditions for finitely presented monoids.}{\IJAC {\bf 11}, 391-403.}

\A{K\"obler J., Sch\"oning U., Tor\'an J.}
\B{93}{The graph isomorphism problem: its structural complexity.}{Birkh\"auser Boston, Cambridge, MA.}

\A{Kochen S.}
\B{61}{Ultraproducts in the theory of models.}{Ann. of Math. {\bf 74}, 221-261.}
\B{65}{Topics in the theory of definition.}{\TM 170-176.}

\A{Kogalovskij S.R.}
\B{58}{Universal classes of algebras.}{(Russian) DAN SSSR {\bf 122}, 759-761.}
\B{59}{On universal classes of algebras, closed under direct products.}{(Russian) \IV {\bf 10}, 88-96.}
\B{59a}{Universal classes of models.}{(Russian) DAN SSSR {\bf 124}, 260-263.}
\B{61}{A general method of obtaining the structural characteristics of axiomatized classes.}{(Russian) DAN SSSR {\bf 136}, 1291-1294.}
\B{61a}{On categorical characterizations of axiomatizable classes.}{(Russian) \UMN {\bf 16}, 209.}
\B{61b}{On multiplicative semigroups of rings.}{(Russian) DAN SSSR {\bf 140}, 1005-1007.}
\B{63}{Strukturnye kharakteristiki universal'nykh klassov.}{Sib. Mat. zh. {\bf 4}, 97-119.}
\B{63a}{On quasi-projective classes of models.}{(Russian) DAN SSSR {\bf 148}, 505-507.}
\B{64}{O linejno polnykh uporyadochennykh mnozhestvakh.}{\UMN {\bf 19}, 147-150.}
\B{64a}{On the relation between finitely projective and finitely reductive classes of models.}{(Russian) DAN SSSR {\bf 155}, 1255-1257.}
\B{64b}{A remark on ultraproducts.}{(Russian) Works of Young Scientists, Izdat. Saratov. Univ., 52-54.}
\B{65}{K teoreme Birkgofa.}{\UMN {\bf 20}, 206-207.}
\B{65a}{Some remarks on ultraproducts.}{(Russian) \Izv {\bf 29}, 997-1004.}
\B{65b}{Certain remarks on non-elementary axiomatizable classes of models.}{(Russian) Ural Gos. Univ. Mat. Zap. {\bf 5}, 54-60.}
\B{65c}{Generalized quasiuniversal classes of models.}{(Russian) \Izv {\bf 29}, 1273-1282.}
\B{65d}{On the theorem of Birkhoff.}{(Russian) \UMN {\bf 20}, 206-207.}
\B{65e}{On finitely reductive classes of models.}{(Russian) \Sib {\bf 6}, 1021-1025.}
\B{65f}{Two problems on finitely projective classes.}{(Russian) \Sib {\bf 6}, 1429-1431.}
\B{65g}{On multiplicative semigroups of rings.}{(Russian) Theory of Semigroups and Applications I., ISU, 251-261.}
\B{65h}{On classes of structures of higher degrees.}{(Russian) VIIth All-Union Algebra Colloquium, General Algebra, Kishinev.}
\B{66}{On properties preserved under algebraic constructions.}{(Russian) Interuniv. Sci. Sympos. General Algebra, Tartu Gos. Univ., 44-51.}
\B{66a}{Some simple remarks on the undecidability.}{(Russian) XXIInd Scientific-Technical Conference, Ivanovo Textile Inst., 3-5.}
\B{66b}{On semantics of the theory of types.}{(Russian) \IV {\bf 1}, 89-98.}
\B{66c}{On the logic of higher degrees.}{(Russian) DAN SSSR {\bf 171}, 1272-1274.}
\B{67}{On algebraic constructions preserving compactness.}{(Russian) \Sib {\bf 8}, 1202-1205.}
\B{68}{A remark on compact classes of algebraic systems.}{(Russian) DAN SSSR {\bf 180}, 1029-1032.}
\B{74}{Certain simple consequences of the axiom of constructibility.}{(Russian) \FM {\bf 82}, 245-267.}
\B{74a}{Reductions in the logic of the second order.}{(Russian) Philosophy and Logic, Izdat. Nauka, M., 363-397.}
\B{75}{Logic of predicates of higher orders.}{(Russian) Encyclopedia of Cybernetics, Kiev, {\bf 1}, 538-540.}
\B{76}{On local properties.}{(Russian) DAN SSSR {\bf 230}, 1275-1278.}
\B{81}{A remark on congruence lattices of universal algebras.}{(Russian), Algebraic systems, 153-157.}

\A{Kogalovskij S.R., Rorer M.A.}
\B{74}{On the definability of the concept of definability.}{(Russian) Uchen. Zap. Ivanov. Gos. Ped. Inst. {\bf 125}, 46-72.}

\A{Kogalovskij S.R., Soldatova V.V.}
\B{77}{On the definability by contents.}{(Russian) Methods of Logical Analysis, Nauka, M., 41-45.}

\A{Koh K.M.}
\B{71}{On the Frattini sublattice of a lattice.}{\AU {\bf 1}, 104-116.}
\B{71a}{On the Frattini sub-semilattice of a semilattice.}{Nanta Math. {\bf 5} No.1, 22-33.}
\B{72}{On the lattice of convex sublattices of a lattice.}{Nanta Math. {\bf 5} No.3, 18-37.}
\B{73}{On sublattices of a lattice.}{Nanta Math. {\bf 6} No.1, 68-79.}
\B{73a}{On the Frattini sublattice of a finite modular planar lattice.}{\AU {\bf 3}, 304-317.}
\B{83}{On the length of the sublattice-lattice of a finite distributive lattice.}{\AU {\bf 16}, 282-286.}
\B{83a}{On the lattice of maximum-sized antichains of a finite poset.}{\AU {\bf 17}, 73-86.}
\B{85}{Maximum-sized antichains in minimal posets.}{\AU {\bf 20}, 217-228.}

\A{Kohl L., Stern M.}
\B{?}{A characterization of certain finite lattices in which every element is a join of cycles.}{}

\A{Kohler E.}
\B{82}{Orthomodulare Verbande mit Regularitatsbedingungen.}{J. Geom. {\bf 19}, 130-145.}

\A{K\"ohler P.}
\B{75}{Varieties of Browerian algebras.}{Mitt. Math. Sem. Giessen {\bf 116}, 1-83.}
\B{77}{Endomorphism semigroups of Brouwerian semilattices.}{\SF {\bf 15}, 229-234.}
\B{78}{The semigroup of varieties of Browerian semilattices.}{\TAMS {\bf 241}, 331-342.}
\B{78a}{The triple method and free distributive pseudocomplemented lattices.}{\AU {\bf 8}, 139-150.}
\B{80}{A subdirectly irreducible double Heytin algebra whish is not simple.}{\AU {\bf 10}, 189-194.}
\B{81}{Brouwerian semilattices}{\TAMS {\bf 268}, 103-126.}
\B{83}{$M_7$ as an interval in a subgroup lattice.}{\AU {\bf 17}, 263-266.}

\A{K\"ohler P., Pigozzi D.}
\B{80}{Varieties with equationally definable principal congruences.}{\AU {\bf 11}, 213-219.}

\A{Kolibiar M.}
\B{56}{Ternarnaya operaciya v strukturakh.}{\CMJ {\bf 6}, 381-386.}
\B{65}{\"Uber direkte Produkte von Relativen.}{Acta Fac. Natur. Univ. Comenian. {\bf 10}, 1-9.}
\B{72}{Distributive sublattices of a lattice.}{\PAMS {\bf 34}, 359-364.}
\B{76}{Extremal extensions of ordered sets of semilattices.}{\CMSJB {\bf 14}, 207-214.}
\B{77}{Primitive subsets of algebras.}{\CMSJB {\bf 17}, 287-293.}
\B{79}{The lattice of convex sublattices of a lattice.}{\CGA 151-155.}
\B{82}{Fixed point theorems for ordered sets.}{\SSMH {\bf 17}, 45-50.}
\B{83}{Compatible orderings in semilattices.}{\CGA {\bf 2}, 215-220.}

\A{Koll\'ar J.}
\B{78}{Automorphism groups of subalgebras; a concrete characterization.}{\AS {\bf 40}, 291-295.}
\B{79}{Congruences and one-element subalgebras.}{\AU {\bf 9}, 266-267.}
\B{80}{Injectivity and congruence extension property in congruence distributive equational classes.}{\AU {\bf 10}, 21-26.}

\A{Kolouchov\'a V.}
\B{75}{Ternary rings and admissible algebras.}{Knizhn. odbor. a v\v ed. spis\accent23u VUT Brn\v e, Sec.1, B-56, 47-53.}

\A{Kolpakov V.I.}
\B{74}{Subalgebras of monotoonic functions in the algebra of Post.}{(Russian) Diskret. Analiz {\bf 24}, 30-45.}

\A{Komatu A.}
\B{43}{On a characterization of join homomorphic transformation-lattice.}{Proc. Imp. Acad. Tokyo {\bf 19}, 119-124.}

\A{Komori Y.}
\B{83}{The variety generated by BCC-algebras is finitely based.}{Reports of Faculty of Science, Shizuoka University {\bf 17}, 13-16.}
\B{84}{The class of BCC-algebras is not a variety.}{Math. Japonica {\bf 29}, 391-394.}

\A{Kontorovich P.G., Ivanov S.G., Kondrashov G.P.}
\B{65}{Distributivnye pary elementov v reshetke.}{DAN SSSR {\bf 160}, 1001-1003.}

\A{Kontorovich P.G., Kutnev K.M.}
\B{69}{Simmetricheskie struktury.}{\Sib {\bf 10}, 537-548.}

\A{Kope\v cek O.}
\B{79}{The categories of connected partial and complete unary algebras.}{\BAPS {\bf 27}, 337-344.}
\B{83}{|End $A$|=|Con $A$|=|Sub $A$|=$2^{|A|}$ for any uncountable 1-unary algebra A.}{\AU {\bf 16}, 312-317.}
\B{85}{A note on an abstract representation of monoids.}{\CGA {\bf 3}, 237-243.}

\A{Koppelberg S.}
\B{83}{Groups of permutations with few fixed points.}{\AU {\bf 17}, 50-64.}

\A{Koppelberg B., McKenzie R., Monk J.D.}
\B{84}{Cardinality and cofinality of homomorphs of products of Boolean algebras.}{\AU {\bf 19}, 38-44.}

\A{Kopytov V.M., Medvedev N.Ya.}
\B{94}{The theory of lattice ordered groups.}{Kluwer Acad. Publ., Dordrecht.}

\A{Korchm\'aros G.}
\B{82}{Moufang loops of odd prime exponent p and a class of linear spaces of order p.}{J. Combin. Theory A32, 336-349.}

\A{Korchm\'aros G., Marchi M.}
\B{79}{Cappi con partizione e strutture di Andre.}{Rend. Ist. lombardo. Accad. sci. e lett. {\bf 113}, 329-340.}

\A{Korec I.}
\B{78}{A ternary function for distributivity and permutability of an equivalence lattice.}{\PAMS {\bf 69}, 8-10.}
\B{81}{Concrete representation of some equivalence lattices.}{Math. Slovaca {\bf 31}, 13-22.}
\B{86}{L-continuous partial functions.}{\CMSJB {\bf 43}, 217-240.}

\A{Kornienko V.S.}
\B{77}{O ploskikh poligonakh nad distributivnymi strukturami.}{\UMR {\bf 4}, 69-85.}

\A{Korshunov A.D.}
\B{77}{Reshenie problemy Dedekinda o chisle monotonnykh bulevykh funkcij.}{DAN SSSR {\bf 23}, 543-546.}

\A{Korte B., Lov\'asz L.}
\B{84}{Shelling structures, convexity and a happy end.}{in: Graph Theory and Combinatorics, Academic Press, 219-232.}

\A{Kortelainen J.}
\B{98}{On the system of word equations $x_0u_1^ix_1u_2^ix_2\dots u_m^ix_m=y_0v_1^iy_1v_2^iy_2\dots v_n^iy_n$ ($i=0,1,2,\dots$) in a free monoid.}{J. of Automata, Languages and Combinatorics {\bf 3}, 43-57.}

\A{Kortenkov J.G.}
\B{75}{Homotopy of universal algebras.}{(Russian) \MI {\bf 10/1}(35), 165-184, 299.}

\A{Koselev Ju.G.}
\B{76}{Varieties preserved under wreath products.}{\SF {\bf 12}, 95-107.}

\A{Koskas M.}
\B{63}{Demi-groupes homomorphes \`a un groupoide, groupes homomorphes \`a un quasi-groupe.}{\CR {\bf 256}, 4804-4807.}

\A{Ko\'sli\'nski A.}
\B{75}{Decompositions of n-angles onto the 2-component sums.}{\AFRC 23-24.}

\A{Kostinsky A.}
\B{71}{Some problems for rings and lattices within the domain of general algebra.}{Ph.D. Thesis, Univ. Calif., Berkeley.}
\B{72}{Projective lattices and bounded homomorphisms.}{\PJM {\bf 40}, 111-119.}

\A{Kotlarski H.}
\B{73}{Some simple results on automorphisms of models.}{\BAPS {\bf 21}, 503-507.}

\A{Koubek V.}
\B{83}{Full embeddability into categories of generalized algebras.}{\AU {\bf 17}, 1-20.}
\B{84}{Towards minimal binding varieties of lattices.}{\CanJM {\bf 36}, 263-285.}
\B{84a}{Subalgebra lattices, simplicity and rigidity.}{\AS {\bf 47}, 71-83.}
\B{86}{Infinite image homomorphisms of distributive bounded lattices.}{\CMSJB {\bf 43}, 241-281.}
\B{96}{Finitely generated relatively universal varieties of Heyting algebras.}{\AU {\bf 35}, 296-332.}

\A{Koubek V., Ne\v set\v ril J., R\"odl V.}
\B{74}{Representing groups and semigroups by products in categories of relations.}{\AU {\bf 4}, 336-341.}

\A{Koubek V., R\"odl V.}
\B{86}{On hereditarily rigid algebras.}{\AU {\bf 22}, 120-141.}

\A{Koubek V., Sichler J.}
\B{84}{Almost universal varieties of monoids.}{\AU {\bf 19}, 330-334.}
\B{84a}{Universal varieties of semigroups.}{\JAuMS {\bf 36}, 143-152.}
\B{84b}{Universality of small lattice varieties}{\PAMS {\bf 91}, 19-24.}
\B{85}{Universal varieties of distributive double p-algebras.}{Glasgow Math. J. {\bf 26}, 121-131.}
\B{85a}{Quotients of rigid $(0,1)$-lattices.}{Archiv Math. {\bf 44}, 403-412.}
\B{98}{Equimorphy in varieties of distributive double p-algebras.}{\CMJ {\bf 48}, 473-544.}
\B{99}{Strongly alg-universal semigroup varieties.}{\AU {\bf 42}, 79-105.}
\B{01}{On almost universal varieties of modular lattices.}{\AU {\bf 45}, 191-210.}
\B{?}{Categorical universality of regular double p-algebras.}{Glasgow Math. J.}
\B{04}{Finitely generated varieties of double p-algebras universal modulo a group.}{\AU {\bf 51}, 35-79.}

\A{Koula J.}
\B{07}{Variety ur\v cen\'e kr\'atk\'ymi identitami.}{Diplomov\'a pr\'ace.}

\A{Kowalski T.}
\B{95}{The bottom of the lattice of BCK-varieties.}{Reports on Math. Logic {\bf 29}, 87-93.}
\B{96}{Varieties of tense algebras.}{Reports on Math. Logic {\bf 30}, 1-43.}
\B{99}{Pretabular varieties of equivalential algebras.}{Reports on Math. Logic {\bf 33}, 1001-1008.}

\A{Kowalski T., Ono H.}
\B{00}{Splittings in the variety of residuated lattices.}{\AU {\bf 44}, 283-298.}

\A{Kowol G.}
\B{79}{Polynomfunktionen auf 3-gruppen.}{\CGA 157-161.}

\A{Koz\'ak M.}
\B{76}{Finiteness conditions on EDZ-varieties.}{\CMUC {\bf 17}, 461--472.}

\A{Kozen D.}
\B{77}{Complexity of finitely presented algebras.}{Proc. 9th Ann. Symp. on the Theory of Comput., ACM, New York, 164-177.}
\B{77a}{Lower bounds for natural proof systems.}{18th Annual Symp. on Foundations of Comp. Sci., Providence, RI, IEEE Comp. Soc., Los Alamitos, CA, 254-266.}

\A{Kozik M.}
\B{04}{On some complexity problems in finite algebras.}{Dissertation, Vanderbilt University.}
\B{?}{Embedding of the varieties of lattices into varieties of cancelative, commutative residuated lattices.}{}

\A{Kozik M., Markovi\'c P., Mar\'oti M.}
\B{?}{Cyclic terms.}{Preprint, 1-5.}

\A{Kramareva R. F.}
\B{71}{O gomotopii n-kvazigrupp.}{\VTKL 76-91.}

\A{Krape\v z\ A.}
\B{78}{On solving a system of balanced functional equations on quasigroups I.}{Publ. Inst. math. {\bf 23}, 117-127.}
\B{79}{On solving a system of balanced functional equations on quasigroups II.}{Publ. Inst. math. {\bf 25}, 70-78.}
\B{79a}{On solving a system of balanced functional equations on quasigroups III.}{Publ. Inst. math. {\bf 26}, 145-156.}
\B{80}{Generalized associativity on groupoids.}{Publ. Inst. math. {\bf 28}, 105-112.}
\B{80a}{Functional equation of generalized associativity.}{Algebr. Conf., Skopje, Febr.1-3, Skopje, 55-57.}
\B{81}{Strictly quadratic functional equations on quasigroups.}{Publ. Inst. math. {\bf 29}, 125-138.}
\B{?}{Generalized associativity on rectangular quasigroups.}{}

\A{Krape\v z\ A., Taylor M.A.}
\B{?}{Belousov equations on quasigroups.}{}

\A{Kratochv\'\i l P.}
\B{69}{On the theorem of M. Gould and G. Gratzer.}{Summer Session. Theory of Ordered Sets and General Algebra, Cikh\'aj, Brno, 44-48.}
\B{71}{Note on a representation of universal algebras as subdirect powers.}{\CM {\bf 24}, 11-14.}

\A{Krauss P.H.}
\B{72}{Extending congruence relations.}{\PAMS {\bf 31}, 517-520.}
\B{72a}{On primal algebras.}{\AU {\bf 2}, 62-67.}
\B{73}{On quasi-primal algebras.}{Math. Z. {\bf 134}, 85-89.}
\B{81}{The structure of filtral varieties.}{Preprint No. 6/81, Gesamthochschule Kassel.}
\B{83}{Direct factor varieties.}{\AU {\bf 17}, 329-338.}

\A{Krauss P.H., Clark D.M.}
\B{79}{Global subdirect products.}{Memoirs AMS {\bf 210}.}

\A{Kravchenko A.V.}
\B{97}{On lattice complexity of quasivarieties of graphs and endographs.}{Algebra Logic {\bf 36}, 164-168.}

\A{Kravchenko A., Pilitowska A., Romanowska A.B., Stanovsk'y D.}
\B{07}{Differential modes.}{Preprint}

\A{Krishnan V.S.}
\B{45}{Homomorphisms and congruences in general algebra.}{Math. Student {\bf 13}, 1-9.}
\B{83}{Structure theory of regular, involution groupoids.}{C.M.S. D.J.C.V. 95-111.}

\A{K\v rivka P.}
\B{72}{On representations of monoids as monoids of polynomials.}{\CMUC {\bf 13}, 121-136.}

\A{K\v r\'\i \v z\ I.}
\B{87}{Large independent sets in shift-invariant graphs.}{Graphs and Combinatorics {\bf 3}, 145-158.}

\A{Kr\"oger H.}
\B{79}{Absorptionsaxiome in verallgemeinerten Verb\"anden.}{\CGA 163-176.}

\A{Krokhin A.A.}
\B{97}{On clones, transformation monoids, and associative rings.}{\AU {\bf 37}, 527-540.}
\B{01}{On clones, transformation monoids, and finite Boolean algebras.}{\AU {\bf 46}, 231-236.}

\A{Kruse A.H.}
\B{62}{Completion of mathematical systems.}{\PJM {\bf 12}, 589-605.}
\B{67}{An abstract property P for groupoids such that locally locally P is weaker than locally P.}{\JLMS {\bf 42}, 81-85.}

\A{Kruse R.}
\B{73}{Identities satisfied by a finite ring.}{\JA {\bf 26}, 298--318.}

\A{Kublanovsky S., Sapir M.}
\B{98}{A variety where the set of subalgebras of finite simple algebras is not recursive.}{\IJAC {\bf 8}, 681-688.}

\A{Ku\v cera L.}
\B{71}{On bindability of products and joins of categories.}{\CMUC {\bf 12}, 337-342.}
\B{75}{On universal concrete categories.}{\AU {\bf 5}, 149-151.}

\A{Ku\v cera L., Pultr A.}
\B{71}{On a mechanism of choosing morphisms in concrete categories.}{Proc. Third Prague Topological Symp., 263-265.}

\A{Ku\v cera L., Trnkov\'a V.}
\B{84}{The computational complexity of some problems of universal algebra.}{Univ. Algebra and its links with logic, 216-229.}

\A{Kuchmei V., Plo\v s\v cica M.}
\B{04}{Congruence-preserving functions on Stone and Kleene algebras.}{\AU {\bf 51}, 419-434.}

\A{Kueker D.W.}
\B{73}{A note on the elementary theory of finite abelian groups.}{\AU {\bf 3}, 156-159.}

\A{Kulik V.T.}
\B{69}{$\sigma\circ\rho^{-1}$-stable and $\rho\circ\sigma$-stable classes of universal algebras.}{(Russian) Works of young scientists: mathematics and mechanics, No.2, ISU, 53-58.}
\B{70}{Sentences preserved under homomorphisms that are one-to-one at zero.}{(Russian) \IV {\bf 4}(95), 56-63.}
\B{71}{The compact elements of the lattice of all strong congruence relations of a partial universal algebra.}{(Russian) Ordered sets and lattices {\bf 1}, ISU, 43-48.}

\A{Kummer R.}
\B{71}{\"Uber Schreiersche Erweiterungen von universalen Algebren I.}{Beitr\"age Alg. Geom. {\bf 1}, 201-219.}

\A{Kun G., Ne\v set\v ril J.}
\B{?}{Forbidden lifts (NP and CSP for combinatorists).}{Preprint.}

\A{Kun G., Szab\'o C.}
\B{20}{J\'onsson terms and near-unanimity functions in finite posets.}{Order {\bf 20}, 291-298.}

\A{Kung J.P.S.}
\B{85}{Matchings and Radon transforms in lattices I. Consistent lattices.}{Order {\bf 2}, 105-112.}
\B{87}{Matchings and Radon transforms in lattices II. Concordant sets.}{Math. Proc. Cambridge Philosophical Society {\bf 101}, 221-231.}

\A{Kung J.P.S., Yan C.H.}
\B{03}{Six problems of Gian-Carlo Rota in lattice theory and universal algebra.}{\AU {\bf 49}, 113-127.}

\A{Kuraoka T., Suzuki N.-Y.}
\B{02}{Lattice of fuzzy subalgebras in universal algebra.}{\AU {\bf 47}, 223-237.}

\A{Kuras J.}
\B{?1}{Even equations and Agassiz sums.}{}
\B{?2}{Agassiz bands of algebras.}{}
\B{?3}{Zastosowanie system\'ow Agassiza do reprezentacji sum klas r\'owno\'sciowo definiowalnych algebr.}{}

\A{Kuratowski C., Tarski A.}
\B{31}{Les op\'erations logiques et les ensembles projectifs.}{\FM {\bf 17}, 240-248.}

\A{Kurili\'c M.S.}
\B{91}{The nucleus of a lattice.}{Univ. u Novom Sadu Zb. Rad. Prirod.-Mat. Fak. Ser. Mat. {\bf 21}, 13-21.}

\A{Kurinnoi G.C.}
\B{73}{A new proof of Dilworth's theorem.}{(Russian) Vestnik Charkov Univ. {\bf 93}, 11-15.}

\A{Kurosh A.G.}
\B{35}{Durchschnittsdarstellungen mit irreduziblen Komponenten in Ringen und in sogenannten Dualgruppen.}{Mat. Sb. {\bf 42}, 613-616.}
\B{43}{Izomorfizmy pryamykh razlozhenij I.}{\Izv {\bf 7}, 185-202.}
\B{46}{Izomorfizmy pryamykh razlozhenij II.}{\Izv {\bf 10}, 47-72.}
\B{60}{Free sums of multiple operator algebras.}{(Russian) \Sib {\bf 1}, 62-70.}
\B{71}{Free sums of multiple-operator linear near-algebras.}{\MI {\bf 6}, 83-87.}

\A{Kurosh A.G., Livshhic A.Kh., Shul'gejfer E.G.}
\B{60}{Foundations of the theory of categories.}{(Russian) \UMN {\bf 15}, 3-52.}

\A{Kurpiel A.}
\B{87}{A monadic approach to modal theory.}{Demonstratio Math. {\bf 20}, 247-258.}

\A{Kurpiel A., Wojdy\l o B.}
\B{86}{Description of partial algebras by segments.}{\CMSJB {\bf 43}, 283-292.}

\A{Kurucz A.}
\B{02}{Comparing decision problems for various paradigms of algebraic logic.}{\AU {\bf 47}, 409-424.}

\A{Kuske D.}
\B{02}{Distributive lattices with a decidable monadic second order theory}{\AU {\bf 48}, 183-207.}

\A{Kustaanheimo P.}
\B{57}{On the relation of congruence in finite geometries.}{\MS {\bf 7}, 197-201.}

\A{Kutinov\'a B., Sturm T.}
\B{79}{On algebraic closures of compact elements.}{\CMJ {\bf 29}, 359-365.}

\A{Kuzmine E.N.}
\B{70}{La relation entre les alg\`ebres de Malcev et les boucles de Moufang analytiques.}{\CR {\bf 271}, A1152-A1155.}

\A{Ladner G.}
\B{55}{On two problems of J. Schmidt.}{\PAMS {\bf 6}, 647-650.}

\A{Ladzianska Z.}
\B{74}{Poproducts of lattices and Sorkin's theorem.}{\MCSAV {\bf 24}, 247-252.}

\A{Lago A.P.do}
\B{02}{Local groups in free groupoids satisfying certain monoid identities.}{\IJAC {\bf 12}, 357-369.}

\A{LaGrange R.}
\B{74}{Amalgamation and epimorphisms in m-complete Boolean algebras.}{\AU {\bf 4}, 277-279.}
\B{77}{Concerning the cardinal sequence of a Boolean algebra.}{\AU {\bf 7}, 307-312.}

\A{Lair C.}
\B{?}{Idees et maquettes de structures algebriques.}{Cahiers de Topologie et Geometrie Differentielle {\bf 12}, 29-27.}

\A{Laison J.D.}
\B{03}{Free triangle orders.}{Order {\bf 20}, 99-108.}

\A{Lakser H.}
\B{68}{Free lattices generated by partially ordered sets.}{Ph.D. Thesis, University of Manitoba.}
\B{70}{Injective hulls of Stone algebras.}{\PAMS {\bf 24}, 524-529.}
\B{70a}{Normal and canonical representations in free products of lattices.}{\CanJM {\bf 22}, 394-402.}
\B{71}{The structure of pseudocomplemented distributive lattices I. Subdirect decomposition.}{\TAMS {\bf 156}, 335-342.}
\B{72}{Simple sublattices of free products of lattice.}{Abstract. Notices AMS {\bf 19}, A509.}
\B{73}{Principal congruences of pseudocomplemented distributive lattices.}{\PAMS {\bf 37}, 32-36.}
\B{73a}{Disjointness conditions in free products of distributive lattices: An application of Ramsey's theorem.}{\PHLT, 156-168.}
\B{73b}{A note on the lattice of sublattices of a finite lattice.}{Nanta Math. {\bf 6} No.1, 55-57.}
\B{73c}{Injective completeness of varieties of unary algebra: a remark on a paper of Higgs.}{\AU {\bf 3}, 129-130.}
\B{75}{Finite projective lattices are sharply transferable.}{\AU {\bf 5}, 407-409.}
\B{77}{Semisimplicial algebras that satisfy the Kan extension condition.}{(Abstract) Notices AMS {\bf 24}, A-526.}
\B{78}{Equational classes of lattices with pseudocomplementation.}{\AU {\bf 8}, 395.}
\B{78a}{The lattice of quasivarieties of pseudocomplemented distributive lattices is not modular.}{(Abstract) Notices AMS {\bf 25}, A-228.}
\B{81}{The semilattice tensor product of projective distributive lattices.}{\AU {\bf 13}, 78-81.}
\B{82}{Principal congruences in N-permutable varieties.}{\AU {\bf 14}, 64-67.}
\B{01}{Congruence-preserving subdirect products.}{\AU {\bf 46}, 515-529.}

\A{Lakser H., Padmanabhan R., Platt C.R.}
\B{72}{Subdirect decomposition of Plonka sums.}{Duke Math. J. {\bf 39}, 485-488.}

\A{Lakser H., Taylor W., Tschantz S.T.}
\B{85}{A new proof of Gumm's theorem.}{\AU {\bf 20}, 115-122.}

\A{Lambek J.}
\B{58}{Goursat's theorem and the Zassenhaus lemma.}{\CanJM {\bf 10}, 45-46.}
\B{66}{Completion of categories.}{\LNM {\bf 24}.}
\B{?}{Deductive systems and categories I. Syntactic calculus and residuated categories.}{Math. Systems Theory {\bf 2}, 287-318.}

\A{Lampe W.}
\B{69}{On related structures of a universal algebra.}{Ph.D. Thesis, Pennsylvania State Univ.}
\B{72}{Notes on related structures of a universal algebra.}{\PJM {\bf 43}, 189-205.}
\B{72a}{The independence of certain related structures of a universal algebra I-IV.}{\AU {\bf 2}, 99-112, 270-283, 286-295, 296-302.}
\B{73}{On the congruence lattice characterization theorem.}{\TAMS {\bf 182}, 43-60.}
\B{73a}{Representations of lattices as congruence lattices.}{\PHLT 1-4.}
\B{74}{Subalgebra lattices of unary algebras and an axiom of choice.}{\CM {\bf 30}, 41-55.}
\B{77}{A note on algebras of fixed similarity type.}{(Abstract) Notices AMS {\bf 24}, A-371.}
\B{80}{Congruence lattice representations and similarity type.}{\CMSJB {\bf 29}. Universal Algebra. Esztergom 1977, North Holland, 495-500.}
\B{82}{Congruence Lattices of Algebras of fixed similarity type II.}{\PJM {\bf 103}, 475-508.}
\B{86}{A property of the lattice of equational theories.}{\AU {\bf 23}, 61-69.}
\B{91}{Further properties of lattices of equational theories.}{\AU {\bf 28}, 459-486.}
\B{?1}{Notes on congruence lattices of groupoids.}{}
\B{?2}{Lattices of subvarieties I.}{}
\B{?3}{Congruence lattices of algebras of fixed similarity type III.}{}
\B{?4}{A perspective on algebraic representations of lattices.}{}
\B{05}{Simultaneous congruence representations: a special case.}{\AU {\bf 54}, 249-255.}
\B{06}{Results and problems on lattice representations.}{\AU {\bf 55}, 127-135.}

\A{Lampe W.A., McNulty G.F., Willard R.}
\B{01}{Full duality among graph algebras and flat graph algebras.}{\AU {\bf 45}, 311-334.}

\A{Lampe W.A., Myers D.}
\B{80}{Elementary properties of free extensions.}{\AU {\bf 11}, 269-284}

\A{Lampe W.A., Taylor W.}
\B{82}{Simple algebras in varieties.}{\AU {\bf 14}, 36-43.}

\A{Lanckau R.}
\B{69}{Das verallgemeinerte freie Produkt in primitiven Klassen universeller Algebren I.}{\PMD {\bf 16}, 307-323.}
\B{70}{Das verallgemeinerte freie Produkt in primitiven Klassen universeller Algebren II.}{\PMD {\bf 17}, 321-331.}

\A{Landolt W.J., Whaley T.P.}
\B{74}{Relatively free implicative semilattices.}{\AU {\bf 4}, 166-184.}
\B{76}{The free implicative semi-lattice on three generators.}{\AU {\bf 6}, 73-80.}

\A{Landraitis C.K.}
\B{77}{Definability in well quasi-ordered sets of structures.}{\JSL {\bf 42}, 289-291.}

\A{L\"anger H.}
\B{76}{Verallgemeinerung eines Satzes von N\"obauer und Philipp.}{\AM {\bf 27}, 1-2.}
\B{77}{Eine Bemerkung \"uber \"Aquivalenzrelationen in Funktionenalgebren.}{\AM {\bf 29}, 449-450.}
\B{77a}{A generalization of a theorem of Skala.}{TU Wien, Preprint.}
\B{77b}{Homogeneous superassociative systems.}{TU Wien, Preprint.}
\B{77c}{Two-element superassociative systems.}{TU Wien, Preprint.}
\B{77d}{Commutative quasi-trivial superassociative systems.}{TU Wien, Preprint.}
\B{78}{C-S-maximal superassociative systems.}{\FM {\bf 98}, 273-277.}
\B{78a}{A characterization of algebras of polynomial functions.}{TU Wien, Preprint.}
\B{79}{Induced groupoids and induced semigroups.}{\CGA Klagenfurt, 177-186.}
\B{79a}{Diagonal-commutative quasi-trivial superassociative systems.}{\AM {\bf 32}, 128-133.}
\B{79b}{C-S-maximal superassociative systems II.}{TU Wien, Preprint.}
\B{79c}{The free algebra in the variety generated by quasi-trivial semigroups.}{TU Wien, Preprint.}
\B{79d}{A characterization of full function algebras.}{TU Wien, Preprint.}
\B{83}{A characterization of infimum functions.}{\AU {\bf 16}, 124-125.}

\A{Lankford D.S., Ballantyne A.M.}
\B{77}{Decision procedures for simple equational theories with commutative-associative axioms: Complete sets of commutative-associative reductions.}{Research Report Memo ATP-39, Department of Mathematics and Computer Science, University of Texas, Austin, Texas.}

\A{Laradji A.}
\B{97}{On a problem of Wenzel on equational compactness of modules.}{\AU {\bf 38}, 221-225.}
\B{98}{On a weak form of equational compactness.}{\AU {\bf 39}, 71-80.}

\A{Larin S.V.}
\B{70}{Ob odnoj kvazigruppovoj operacii na gruppe.}{Mat. zap. Krasnoyarsk. gos. ped. in-t {\bf 3}, 20-26.}

\A{Larin S.V., Lojko N.V.}
\B{67}{Periodicheskie abelevy gruppy, izotopnye kvazigruppam Stejna.}{\MI {\bf 2/3}, 97-106.}

\A{Larionov N.B.}
\B{?}{Slaboassociativnye W-katenarnye chastichnye gruppoidy so svojstvami kommutativnosti.}{}

\A{Larose B.}
\B{03}{A note on minimal varieties generated by order-primal algebras.}{\AU {\bf 48}, 107-109.}

\A{Larson J.A.}
\B{83}{The number of one-generated diagonal-free cylindric set algebras of finite dimension greater than two.}{\AU {\bf 16}, 1-16.}

\A{Larson J., Laver R., McNulty G.F.}
\B{80}{Square-free and cube-free colorings of ordinals.}{\PJM {\bf 89}, 137-141.}

\A{Larson R.E., Andima S.J.}
\B{75}{The lattice of topologies: A survey.}{Rocky Mountain J. {\bf 5}, 177-198.}

\A{Larue D.}
\B{94}{On Braid Words and Irreflexivity.}{\AU {\bf 31}, 104--112.}
\B{95}{Left-distributive idempotent algebras.}{}

\A{Latch D.M.}
\B{76}{Arbitrary products are coproducts in complete $(\lor)$-semilattices.}{\AU {\bf 6}, 97-98.}

\A{Latka B.J.}
\B{03}{Antichains of bounded size in the class of tournaments.}{Order {\bf 20}, 109-119.}

\A{Latyshev V.N.}
\B{69}{O shpekhtovosti nekotorykh mnogoobrazij associativnykh algebr.}{\AiL {\bf 8/6}, 660-673.}

\A{Lau D.}
\B{78}{\"Uber die Anzahl von abgeschlossenen Mengen linearer Funktionen der n-wertigen Logik.}{Elektron. Informationsverarb. Kybernet. {\bf 14}, 567-569.}
\B{83}{\"Uber abgeschlossene Mengen linearer Funktionen von $P_k$, I.}{Preprint, WPU Rostock.}

\A{L\"auchli H.}
\B{71}{Concerning infinite graphs and the Boolean prime ideal theorem.}{Israel J. Math. {\bf 4}, 422-429.}

\A{Lausch H.}
\B{79}{Interpolation on the alternating group $A_5$.}{\CGA 187-192.}
\B{82}{Polynomfunktionen auf Diedergruppen.}{\CGA {\bf 2}, 257-262.}

\A{Lausch H., N\"obauer W.}
\B{73}{Algebra of polynomials.}{\NHA.}

\A{Lavanya S., Parameshwara Bhatta S.}
\B{96}{A new approach to the lattice of convex sublattices of a lattice.}{\AU {\bf 35}, 63-71.}

\A{Laver R.}
\B{92}{The left distributive law and the freeness of an algebra of elementary embeddings.}{Advances in Math. {\bf 91-2}, 209--231.}
\B{93}{A division algorithm for the free left distributive algebra.}{Oikkonen et al. eds. Logic Colloquium '90, Lect. Notes Logic {\bf 2}, 155--162.}
\B{?}{On the algebra of elementary embeddings of a rank into itself.}{}

\A{Laver R., Moody J.A.}
\B{02}{Well-foundedness conditions connected with left-distributivity.}{\AU {\bf 47}, 65-68.}

\A{Lawrence J.}
\B{81}{Boolean powers of groups.}{\PAMS {\bf 82}, 512-515.}

\A{Lawrence J., Willard R.}
\B{98}{On finitely based groups and nonfinitely based quasivarieties.}{\JA {\bf 203}, 1-11.}

\A{Lawvere F.W.}
\B{63}{Functorial semantics of algebraic theories.}{Proc. Nat. Acad. Sci. USA {\bf 50}, 869-872.}
\B{64}{An elementary theory of the category of sets.}{Proc. Nat. Acad. Sci. {\bf 52}, 1506-1511.}
\B{65}{Algebraic theories, algebraic categories, and algebraic functors.}{\TM 413-418.}
\B{66}{The category of categories as a foundation for mathematics.}{\PCALJ 1-20.}

\A{Lazarevi\'c V., Tepav\v cevi\'c A.}
\B{01}{Weak congruences and graphical composition.}{Contributions to General Algebra {\bf 13}, 199-205.}

\A{Lee E.W.H.}
\B{06}{Lyndon's groupoid generates a small non-cross variety.}{Preprint, 1-4.}

\A{Lee Jeh Gwon}
\B{85}{Almost distributive lattice varieties.}{\AU {\bf 21}, 280-304.}
\B{85a}{Joins of finitely based lattice varieties.}{Korean Math. Soc. {\bf 22}, 125-133.}

\A{Lee K.B.}
\B{70}{Equational classes of distributive pseudo-complemented lattices.}{\CanJM {\bf 22}, 881-891.}
\B{70a}{Equational classes of distributive pseudo-complemented lattices.}{Queen's Pap. Pure and Appl. Math. N0.25, 211-245.}

\A{Lee Sin-Min}
\B{76}{On some extreme properties of a class of simple groupoids.}{Mathematica Balkanica {\bf 6}:36, 227-229.}
\B{80}{On the sequences representable by idempotent algebras.}{\MSN {\bf 8}, 287-294.}
\B{83}{Note on congruences of a direct product of algebras.}{\AU {\bf 16}, 126-128.}
\B{83a}{A construction of simple one-element extension of n-groupoids.}{\AU {\bf 16}, 245-249.}
\B{84}{On a locally finite variety of idempotent groupoids with arbitrarily large simple groupoids.}{Sea Bull. Math. {\bf 8/2}, 57-61.}
\B{85}{On finite-element simple extensions of a countable collection of countable groupoids.}{Publ. de l'Inst. Math\'ematique {\bf 38}, 65-68.}

\A{Lee Sin-Min, Sein Aye}
\B{76}{On some extreme properties of a class of simple groupoids.}{Math. Balkanica {\bf 6}, 227-229.}
\B{?}{On simple groupoids.}{30-33.}

\A{Lehman D.J., Smyth M.B.}
\B{77}{Data types.}{University of Warwick, Dept. of Computer Sci., Report 19.}

\A{Lehmann I.}
\B{74}{Axiomatische Charakterisierung abelscher Gruppen mit Hilfe der Umkehroperationen.}{Wiss. Z. der Humboldt-Univ. zu Berlin {\bf 5}, 471-478.}
\B{74a}{Einige Ergebnisse zur Theorie der bisymmetrischen Quasigruppen.}{Postdam. Forsch. R. B/3, 154-156.}
\B{78}{Quasigruppen-Identit\"aten und specielle abelsche Gruppen.}{Wiss. Z. Humboldt-Univ. Berlin. Math.-naturwiss. R. 27, 657-668.}

\A{Lemlejn V.G.}
\B{65}{Ob odnom svojstve al'ternativnykh kvazigrupp s invariantnoj konechnoj meroj.}{DAN SSSR {\bf 164}, 740-742.}
\B{71}{O stroenii antiassociativnykh kvazilup, porozhdennykh konechnym chislom elementov.}{Uch. zap. Mosk. gos. ped. in-ta im. V. I. Lenina 375, 68-79.}

\A{Lemos M., Oxley J.}
\B{01}{A sharp bound on the size of a connected matroid.}{\TAMS {\bf 353}, 4039-4056.}

\A{Lengvarszky Z., McNulty G.F.}
\B{98}{Covering in the sublattice lattices of finite distributive lattices.}{\JAuMS {\bf 65}, 333-353.}

\A{Leong F.}
\B{80}{Holomorphy theory of F loops.}{\PMD {\bf 27}, 139-141.}

\A{Leutola K., Nieminen J.}
\B{83}{Posets and generalized lattices.}{\AU {\bf 16}, 344-354.}

\A{Levi F., Waerden, B. L. van der}
\B{32}{\"Uber eine besondere Klasse von Gruppen.}{Abh. Math. Sem. Hansisch Univ. {\bf 9} (1932-33), 154-158.}

\A{Levitz H.}
\B{77}{An initial segment of the set of polynomial functions with exponentiation.}{\AU {\bf 7}, 133-136.}

\A{Lewin J.}
\B{68}{On Schreier varieties of linear algebras.}{\TAMS {\bf 132}, 553-562.}

\A{Lewin J., Lewin T.}
\B{69}{Semigroup laws in varieties of soluble groups.}{Proc. Cambridge Phil. Soc. {\bf 65}, 1-9.}

\A{Lewis H.R., Papadimitriou C.H.}
\B{82}{Symmetric space-bounded computation.}{Theoret. Comput. Sci. {\bf 19}, 161-187.}

\A{Li Z., Renner L.E.}
\B{03}{The Renner monoids and cell decompositions of the symplectic algebraic monoids.}{\IJAC {\bf 13}, 111-132.}

\A{Liber S.A.}
\B{73}{Free compact algebras.}{(Russian) Mat. Sb. {\bf 91}, 109-133, 144.}
\B{73a}{Replica-complete classes of topological algebras.}{(Russian) Studies in Algebra, No.3, ISU, 34-36, 81.}
\B{73b}{Topological ringoids over universal algebras.}{(Russian) \IV, No.2, 58-63.}
\B{74}{On free algebras of normal closures of varieties.}{(Russian) Ordered sets and lattices, No.2, ISU, 51-53.}

\A{Libicher J.}
\B{72}{Some properties of universal algebras preserved under direct products.}{(Czech) Sb. Prac. Ped. Fak. Ostrava Ser. A7, No.29, 5-14.}
\B{80}{Gr\"atzer algebras and 2-homogeneous quasigroups.}{Acta Fac. Paedagog. Ostrav. {\bf 68}, 3-10.}
\B{81}{Pozn\'amka k B\v elousov\v e klasifikaci Gr\"atzerov\'ych algeber.}{Acta Fac. Paedagog. Ostrav., Ser. A-16, 41-44.}

\A{Libkin L.}
\B{95}{Direct decompositions of atomistic algebraic lattices.}{\AU {\bf 33}, 127-135.}

\A{Lienkamp I.}
\B{84}{Freie Verb\"ande \"uber Amalgamen von Verb\"anden.}{Mitteilungen aus dem Mathem. Seminar Giessen {\bf 161}, 71pp.}

\A{Lifshic A.Kh.}
\B{62}{Pryamye razlozheniya idempotentov v polugruppakh.}{Trudy mosk. mat. obshch. {\bf 11}, 37-98.}

\A{Ligeti P., Sziklai P.}
\B{05}{Automorphisms of subword-posets.}{\DM {\bf 305}, 372-378.}

\A{Lindner C.C.}
\B{71}{Identities preserved by the singular direct product.}{\AU {\bf 1}, 86-89.}
\B{71a}{Quasigroups orthogonal to a given abelian group.}{\CanMB {\bf 14}, 117.}
\B{71b}{The generalized singular direct product for quasigroups.}{\CanMB {\bf 14}, 61-63.}
\B{71c}{Construction of quasigroups satisfying the identity $x(xy)=yx$.}{\CanMB {\bf 14}, 57-59.}
\B{71d}{Construction of quasigroups having a large number of orthogonal mates.}{\CMUC {\bf 12}, 611-617.}
\B{72}{Construction of quasigroups using the singular direct product.}{\PAMS {\bf 29}, 263-266.}
\B{72a}{An algebraic construction for Room squares.}{SIAM J. Appl. Math. {\bf 22}, 574-579.}
\B{72b}{Finite embedding theorems for partial Latin squares, quasi-groups, and loops.}{J. Combin. Theory A {\bf 13}, 339-345.}
\B{72c}{Identities preserved by the singular direct product II.}{\AU {\bf 2}, 113-117.}
\B{73}{On the construction of cyclic quasigroups.}{Discrete Math. {\bf 6}, 149-158.}
\B{74}{Construction of nonisomorphic reverse Steiner quasigroups.}{Discrete Math. {\bf 7}, 281-288.}
\B{74a}{Construction of Steiner triple systems having exactly one triple in common.}{\CanJM {\bf 26}, 225-232.}
\B{75}{Finite embedding theorems for partial Steiner triple systems.}{Discrete Math. {\bf 13}, 31-39.}
\B{76}{Intersection preserving finite embedding theorems for partial quasigroups.}{Aeq. math. {\bf 14}, 512-513.}
\B{76a}{Two finite embedding theorems for partial 3-quasigroups.}{Discrete Math. {\bf 16}, 271-277.}
\B{77}{Intersection preserving finite embedding theorems for partial quasigroups.}{Aeq. math. {\bf 15}, 79-90.}
\B{77a}{Totally symmetric and semi-symmetric quasigroups have the intersection preserving finite embeddability property.}{Period. math. hung. {\bf 8}, 33-39.}

\A{Lindner C.C., Cruse A.B.}
\B{76}{Small embeddings for partial semisymmetric and totally symmetric quasigroups.}{\JLMS {\bf 12}, 479-484.}

\A{Lindner C.C., Mendelsohn N.S.}
\B{73}{Construction of perpendicular Steiner quasigroups.}{Aeq. math. {\bf 9}, 150-156.}
\B{75}{Constructions of n-cyclic quasigroups and applications.}{Aeq. math. {\bf 12}, 315.}
\B{76}{Constructions of n-cyclic quasigroups and applications.}{Aeq. math. {\bf 14}, 111-121.}

\A{Lindner C.C., Mendelsohn N.S., Sun S.R.}
\B{80}{On the construction of Schroeder quasigroups.}{Discrete Math. {\bf 32}, 271-280.}

\A{Lindner C.C., Steedley D.}
\B{75}{On the number of conjugates of a quasigroup.}{\AU {\bf 5}, 191-196.}

\A{Lindner C.C., Straley T.H.}
\B{76}{A note on nonisomorphic reverse Steiner quasigroups.}{\PMD {\bf 23}, 85-87.}

\A{Lint J.H.van}
\B{83}{Partial geometries.}{Proc.nt. Congress of Math., 1579-1589.}
\B{75}{A survey of perfect codes.}{\RM {\bf 5}, 199-224.}

\A{Linton F.E.J.}
\B{65}{Autonomous categories and duality of functors.}{J. Alg. {\bf 2}, 315-349.}
\B{66}{Some aspects of equational categories.}{\PCALJ 84-94.}
\B{66a}{Autonomous equational categories.}{J. Math. Mech. {\bf 15}, 637-642.}
\B{76}{Companions for a lonely result of Isbell.}{\AU {\bf 6}, 91.}
\B{?1}{An outline of functorial semantics.}{}
\B{?2}{Applied functorial semantics.}{}

\A{Lipparini P.}
\B{99}{A Kiss 4-difference term from a ternary term.}{\AU {\bf 42}, 153-154.}
\B{05}{A local proof for a tolerance intersection property.}{\AU {\bf 54}, 273-277.}

\A{Lipshitz L.}
\B{74}{The undecidability for the word problems of modular lattices and projective geometries.}{\TAMS {\bf 193}, 171-180.}

\A{Livshits \`E.S.}
\B{76}{Uravnoveshennye funkcional'nye uravneniya I roda na kvazigruppakh proizvol'noj arnosti.}{\SiK 108-127.}

\A{Loibel G.F.}
\B{60}{Algunas observacoes sobre l-sistemas.}{Ann\'ario soc. paran. mat. {\bf 3/2}, 32-37.}
\B{61}{Sobre quase-grupos topol\'ogicos.}{Bol. Soc. mat. Sao Paulo {\bf 13}, 1-42.}

\A{Longstaff W.E., Nation J.B., Panaia O.}
\B{98}{Abstract reflexive lattices and completely distributive collapsibility.}{\BAuMS {\bf 58}, 245--260.}

\A{Loos O.}
\B{67}{Spiegelungsr\"aume und homogene symmetrische R\"aume.}{Math. Z. {\bf 99}, 141-170.}
\B{69}{Symmetric spaces.}{Benjamin Inc., New York.}

\A{Lopez A.M.,Jr., Luedeman J.K.}
\B{79}{Quasi-injective S-systems and their S-endomorphism semigroup.}{\CMJ {\bf 29}, 97-104.}

\A{Lorenzen P.}
\B{44}{Eine Bemerkung zum Schreierschen Verfeinerungssatz.}{Math. Z. {\bf 49}, 647-653.}
\B{54}{\"Uber die Korrespondenzen einer Struktur.}{Math. Z. {\bf 60}, 61-65.}

\A{\L o\'s J.}
\B{50}{Un th\'eor\`eme sur les superpositions d\'efinies dans les ensembles arbitraires.}{\FM {\bf 37}, 84-86.}
\B{51}{An algebraic proof of completeness for the two-valued propositional calculus.}{\CM {\bf 2}, 236-240.}
\B{54}{On the categoricity in power of elementary deductive systems and some related problems.}{\CM {\bf 3}, 58-62.}
\B{55}{On the extending of models I.}{\FM {\bf 42}, 38-54.}
\B{55a}{Quelques remarques th\'eor\`emes et probl\`emes sur les classes d\'efinissables d'alg\`ebres.}{Mathematical interpretation of formal systems. \NHA\ 98-113.}
\B{55b}{The algebraic treatment of the methodology of elementary deductive systems.}{Studia Logica {\bf 2}, 151-212.}
\B{57}{Abelian groups that are direct summands of every Abelian group which contains them as pure subgroups.}{\FM {\bf 44}, 84-90.}
\B{57a}{On the categoricity in power of elementary deductive systems and some related problems.}{\CM {\bf 3}, 58-62.}
\B{59}{Linear equations and pure subgroups.}{\BAPS {\bf 7}, 13-18.}
\B{59a}{Generalized limits in algebraically compact groups.}{\BAPS {\bf 7}, 19-21.}
\B{62}{Common extension in equational classes.}{Log. Method. and Phil. of Sci. (Proc. 1960 Int. Congr.), Stanford Univ. Press, 136-142.}
\B{65}{Free product in general algebra.}{\TM 229-237.}
\B{66}{Direct sums in general algebra.}{\CM {\bf 14}, 33-38.}

\A{\L o\'s J., S\l omi\'nski J., Suszko R.}
\B{59}{On extending of models V. Embedding theorems for relational models.}{\FM {\bf 48} (1959/60), 113-121.}

\A{\L o\'s J., Suszko R.}
\B{55}{On the extending of models II. Common extensions.}{\FM {\bf 42}, 343-347.}
\B{55a}{On the infinite sums of models.}{\BAPS {\bf 3}, 201-202.}
\B{57}{On the extending of models IV.}{\FM {\bf 44}, 52-60.}

\A{Lov\'asz L.}
\B{67}{Operations with structures.}{\AH {\bf 18}, 321-328.}
\B{71}{On the cancellation law among finite relational structures.}{\PMH {\bf 1}, 145-156.}
\B{72}{Direct products in locally finite categories.}{\AS {\bf 33}, 319-322.}

\A{L\"owig H. F. J.}
\B{43}{On the importance of the relation $[(A,b),(A,C)]<[(B,C),(C,A),(A,B)]$ between three elements of a structure.}{Ann. of Math. {\bf 44}, 573-579.}
\B{52}{On the properties of freely generated algebras.}{\JR {\bf 190}, 65-74.}
\B{54}{Gesetzrelationen \"uber frei erzeugten Algebren.}{\JR {\bf 193}, 129-142.}
\B{57}{On the existence of freely generated algebras.}{Proc. Cambridge Phil. Soc. {\bf 53}, 790-795.}
\B{58}{On some representations of lattices of law relations.}{Osaka J. Math. {\bf 10}, 159-180.}
\B{61}{On the composition of some representations of lattices of law relations.}{Osaka J. Math. {\bf 13}, 217-228.}
\B{68}{On the definition of an absolutely free algebra.}{\CMJ {\bf 18}, 396-399.}
\B{74}{On algebras generable by a given set of algebras.}{Math. Japonicae {\bf 19}, 83-91.}

\A{Lozier F.W.}
\B{69}{A class of compact 0-dimensional spaces.}{\CanJM {\bf 21}, 817-821.}

\A{Lu X.}
\B{05}{l-groups with restricted conditions on large convex l-subgroups.}{\AU {\bf 54}, 337-348.}

\A{Lu X., Qi Z.}
\B{04}{On the atomic conditions of lattice-ordered groups.}{\AU {\bf 52}, 103-115.}

\A{Lubell D.}
\B{66}{A short proof of Sperner's lemma.}{J. Combin. Theory {\bf 1}, 299.}

\A{Luck H.}
\B{70}{Projektive Hjelmslevraume.}{Crelles J. f. Math. {\bf 243}, 121-158.}

\A{Lugowski H.}
\B{76}{Grundz\"uge der universellen Algebra.}{Teubner Texte zur Mathematik {\bf 235}, Leipzig.}
\B{?}{n completing the algebra of flow diagrams.}{\CMSJB {\bf 29}.}

\A{Lunnon F.}
\B{71}{The IU function: The size of a free distributive lattice.}{Combinatorial Mathematics and its Applications, Academic Press, New York, 173-181.}

\A{L'vov I.V.}
\B{73}{O mnogoobraziyakh associativnykh kolec I.}{\AiL {\bf 12}, 269-297.}
\B{73a}{Varieties of associative rings II.}{\AiL {\bf 12}, 667-688.}
\B{78}{Finite-dimensional algebras with infinite bases of identities.}{(Russian) \Sib {\bf 19}, 91-99.}
\B{78a}{Varieties generated by finite alternative rings.}{(Russian) \AiL {\bf 17}, 282-286.}

\A{Lyakh I.V.}
\B{80}{O nesobstvennykh kollineaciyakh v algebraicheskikh setyakh.}{\BASM No.2, 16-20.}

\A{Lyapin E.S.}
\B{66}{Abstract characterization of the class of endomorphism semigroups of systems of a general type.}{(Russian) Mat. Sb. {\bf 70}, 171-179.}
\B{70}{Odna beskonechnaya neprivodimaya sovokupnost' polugruppovykh tozhdestv.}{\MZam {\bf 7}, 545-549.}
\B{72}{O vklyuchenii polugruppovykh tozhdestv v beskonechnye neprivodimye sovokupnosti.}{\MZam {\bf 12}, 95-104.}
\B{75}{Atomy reshetki tozhdestvenno vklyuchitel'nykh mnogoobrazij polugrupp.}{\Sib {\bf 16}, 1224-1230.}
\B{79}{Tozhdestva posledovatel'no annuliruyushchikh svyazok polugrupp.}{\IV {\bf 1}, 38-45.}
\B{79a}{Slabaya associativnost' chastichnykh dejstvij.}{95-112.}
\B{82}{Identitiies valid globally in semigroups.}{\SF {\bf 24}, 263-269.}
\B{?}{O vozmozhnosti polugruppovogo prodolzheniya chastichnogo gruppoida.}{}

\A{Lyndon R.C.}
\B{50}{The representation of relational algebras.}{Ann. of Math. {\bf 51}, 707-729.}
\B{51}{Identities in two-valued calculi.}{\TAMS {\bf 71}, 457-465.}
\B{54}{Identities in finite algebras.}{\PAMS {\bf 5}, 8-9.}
\B{56}{The representation of relation algebras II.}{Ann. of Math. {\bf 63}, 294-307.}
\B{59}{An interpolation theorem in the predicate calculus.}{\PJM {\bf 9}, 129-142.}
\B{59a}{Properties preserved under homomorphism.}{\PJM {\bf 9}, 143-154.}
\B{59b}{Properties preserved in subdirect products.}{\PJM {\bf 9}, 155-164.}
\B{59c}{Properties preserved under algebraic constructions.}{\BAMS {\bf 65}, 287-299.}
\B{59d}{Existential Horn sentences.}{\PAMS {\bf 10}, 994-998.}
\B{61}{Relation algebras and projective geometries.}{Michigan Math. J. {\bf 8}, 21-28.}
\B{62}{Metamathematics and algebra: An example.}{Logic, Methodology and Philosophy of Science (Proc. 1960 Int. Congr.), Stanford Univ. Press, 143-150.}
\B{66}{Dependence in groups.}{\CM {\bf 14}, 275-283.}

\A{Lyndon R.J.}
\B{80}{Equations in groups.}{Bol. Soc. Brasil. Mat. {\bf 11}, 79-102.}

\A{Lysenko F.F.}
\B{78}{Beskonechnaya neprivodimaya sovokupnost' anomal'nykh tozhdestv.}{Algebraichesk. sistemy s odnim algebraicheskim dejstviem. XXXI Gercenovskie chteniya L., 29-32.}
\B{81}{O nadmnogoobraziyakh mnogoobrazij, sostoyashchikh iz 2-stupenno nil'potentnykh grupp.}{Sovremen. algebra. Polugruppov. konstrukcii L., 31-42.}
\B{81a}{O mnogoobraziyakh polugrupp, nil'potentnykh v smysle A. I. Mal'tseva.}{XVI Vsesoyuzn. algebraichesk. konf., Tezisy dokladov, L., ch.2, 83-84.}
\B{84}{Ob odnom opisanii I-teorii mnogoobraziya $N_S$.}{IX Vsesoyuzn. simpozium po teorii grupp.}{Tezisy dokl. M., 36.}
\B{?1}{Ekvacional'nye teorii, fil'trovannye arifmeticheskimi funkciyami.}{}
\B{?2}{Chislovye funkcii na tozhdestvakh.}{}

\A{Ma J.M., Wojciechowski P.J.}
\B{02}{Lattice orders on matrix algebras.}{\AU {\bf 47}, 435-441.}

\A{Macchi P.}
\B{70}{Sull'operatore di pseudo prodotto.}{Ann. Univ. Ferrara Sez. VII(N.S.) {\bf 15}, 103-112.}

\A{Macdonald J.L.}
\B{74}{Conditions for a universal mapping of algebras to be a monomorphism.}{BAMS {\bf 80}, 888-892.}

\A{Macdonald S.O.}
\B{73}{Various varieties.}{\JAuMS {\bf 16}, 363-367.}
\B{74}{Varieties generated by finite algebras.}{Proc. of the Second Int. Conf. on the Theory of Groups (Australian Nat. Univ., Canberra, 1973), \LNM {\bf 372}, 446-447.}

\A{Macdonald S.O., Street A.P.}
\B{72}{On laws in linear groups.}{Quart. J. Math. {\bf 23}, 1-12.}

\A{Macdonald S.O., Vaughan-Lee M.R.}
\B{78}{Varieties that make one Cross.}{\JAuMS {\bf 26}, 368-382.}

\A{Macedonska O., Zabka M.}
\B{01}{On equivalence of semigroup identities.}{\MS {\bf 88}, 161-181.}

\A{Machado C.J.}
\B{64}{N-ality for rings.}{(Portuguese) Univ. Lisboa Revista Fac. Ci. A {\bf 11}, 187-196.}
\B{65}{Sobre uma classe de loops \`a direita.}{Gac. mat. {\bf 17}, 184-186.}

\A{Machida H.}
\B{79}{On closed sets of three-valued monotone logical functions.}{\CMSJB {\bf 28}, 441-467.}

\A{Machida H., Rosenberg I.G.}
\B{93}{Essentially minimal clones.}{Algebras and Orders, Kluewer, 287-316.}

\A{Machover M.}
\B{60}{A note on sentences preserved under direct products and powers.}{\BAPS {\bf 8}, 519-523.}

\A{MacIntyre A.}
\B{73}{The word problem for division rings.}{\JSL {\bf 38}, 428-436.}
\B{74}{Model completeness for sheaves of structures.}{\FM {\bf 81} (1973/74), 73-89.}

\A{Mackey G.W.}
\B{63}{Mathematical foundations of quantum mechanics.}{Benjamin, New York.}

\A{MacLane S.}
\B{38}{A lattice formulation for transcendence degrees and p-bases.}{Duke Math. J. {\bf 4}, 455-468.}
\B{43}{A conjecture of Ore on chains in partially ordered sets.}{\BAMS {\bf 49}, 567-568.}
\B{65}{Categorical algebra.}{\BAMS {\bf 71}, 40-106.}

\A{MacNab D.S.}
\B{66}{The cubic curve and an associated structure.}{Math. Gaz. {\bf 50}, 105-110.}

\A{MacNeille H.M.}
\B{37}{Partially ordered sets.}{\TAMS {\bf 42}, 416-460.}
\B{39}{Extension of a distributive lattice to a Boolean ring.}{\BAMS {\bf 45}, 452-455.}

\A{Mad\'arasz J., Sayed-Ahmed T.}
\B{07}{Amalgamation, interpolation and epimorphisms in algebraic logic.}{\AU {\bf 56}, 179-210.}

\A{Madar\'asz R.Sz.}
\B{95}{On the partial algebras of weak congruences.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 25}, 89-97.}

\A{Madar\'asz R.Sz., Ma\v sulovi\'c D., Tasi\'c B.}
\B{01}{Strong retracts of unary algebras.}{\CMJ {\bf 51}, 205-212.}

\A{Maddux R.D.}
\B{81}{Embedding modular lattices into relation algebras.}{\AU {\bf 12}, 244-246.}
\B{82}{Some varieties containing relation algebras.}{\TAMS {\bf 272}, 501-526.}
\B{83}{A sequent calculus for relation algebras.}{Annals of Pure and Appl. Logic {\bf 25}, 73-101.}
\B{85}{Finite integral relations.}{\LNM {\bf 1149}, 175-197.}
\B{91}{Pair-dense relation algebras.}{\TAMS {\bf 328}, 83-131.}
\B{94}{A perspective on the theory of relation algebras.}{\AU {\bf 31}, 456-465.}
\B{?}{Introductory course on relation algebras, finite-dimensional cylindric algebras, and their interconnections.}{(First draft)}
\B{01}{Relation algebras.}{Draft}
\B{04}{Nonrepresentable relation algebras generated by functional elements.}{\AU {\bf 52}, 155-165.}

\A{Maeda F.}
\B{51}{Lattice theoretic characterization of abstract geometries.}{J. Sci. Hiroshima Univ. Ser. A {\bf 15}, 87-96.}
\B{52}{Matroid lattices of infinite length.}{J. Sci. Hiroshima Univ. Ser. A {\bf 15}, 177-182.}
\B{53}{A lattice formulation for algebraic and transcendental extensions in abstract algebras.}{J. Sci. Hiroshima Univ. Ser. A {\bf 16}, 383-397.}
\B{58}{Kontinuierliche Geometrien.}{Springer-Verlag, Berlin.}
\B{63}{Modular centers of affine matroid lattices.}{J. Sci. Hiroshima Univ. Ser. A-I Math. {\bf 27}, 73-84.}
\B{63a}{Parallel mappings and comparability theorems in affine matroid lattices.}{J. Sci. Hiroshima Univ. Ser. A-I Math. {\bf 27}, 85-96.}
\B{64}{Perspectivity of points in matroid lattices.}{J. Sci. Hiroshima Univ. Ser. A-I Math. {\bf 28}, 101-112.}

\A{Maeda F., Maeda S.}
\B{70}{Theory of symmetric lattices.}{Springer-Verlag, New York.}

\A{Maeda S.}
\B{65}{On the symmetry of the modular relation in atomic lattices.}{J. Sci. Hiroshima Univ. Ser. A-I Math. {\bf 29}, 165-170.}
\B{66}{Infinite distributivity in complete lattices.}{Mem. Ehime Univ. Sect. II Ser A.5, no.3, 11-13.}
\B{69}{Modular pairs in atomistic lattices with the covering property.}{Proc. Japan. Acad. {\bf 45}, 149-153.}
\B{74}{Locally modular lattices and locally distributive lattices.}{\PAMS {\bf 44}, 237-243.}
\B{81}{On finite-modular atomistic lattices.}{\AU {\bf 12}, 76-80.}

\A{Maeda S., Thakare N.K., Wasadikar M.P.}
\B{84}{On modularity pairs in semilattices.}{\AU {\bf 18}, 255-265.}
\B{85}{On the ``del'' relation in join-semilattices.}{\AU {\bf 20}, 229-242.}

\A{Magari R.}
\B{67}{Su una classe equazionale de algebre.}{Ann. Mat. Pura Appl. {\bf 75}, 277-311.}
\B{67a}{Sulla variet\`a generata da un'algebra funzionalmente completa di cardinalit\`a infinita.}{Ann. Mat. Pura Appl. {\bf 76}, 305-324.}
\B{69}{Una dimostrazione del fatto che ogni variet\`a ammette algebre semplici.}{Ann. Univ. Ferrara Sez. VII {\bf 14}, 1-4.}
\B{69a}{Variet\`a a quozienti filtrali.}{Ann. Univ. Ferrara Sez. VII {\bf 14}, 5-20.}
\B{69b}{Costruzione di classi filtrali.}{Ann. Univ. Ferrara Sez. VII {\bf 14}, 35-52.}
\B{69c}{Un'osservazione sulle classi metafiltrali.}{Ann. Univ. Ferrara Sez. VII {\bf 14}, 145-147.}
\B{70}{Variet\`a a congruenze ideali (congruenze ideali II).}{Ann. Univ. Ferrara Sez. VII {\bf 15}, 113-129.}
\B{70a}{Classi metaideali di algebre simili (congruenze ideali III).}{Ann. Univ. Ferrara Sez. VII {\bf 15}, 131-143.}
\B{71}{Sulle variet\`a generate da classi ideali.}{Boll. Un. Mat. Ital. {\bf 4}, 1007-1009.}
\B{71a}{Algebre e congruenze speciali.}{Symposia Matheematica, Vol. V (INDAM, Rome, 1969/70), Academic Press, London, 83-111.}
\B{73}{The classification of idealizable varieties. Congruenze ideali IV.}{J. Algebra {\bf 26}, 152-165.}
\B{73a}{Clasi e schemi ideali.}{Ann. Scuola Norm. Sup. Pisa {\bf 27}, 687-706.}

\A{Magill K.D.}
\B{70}{The semigroup of endomorphisms of a Boolean ring.}{\JAuMS {\bf 11}, 411-416.}

\A{Makkai M.}
\B{64}{Solution of a problem of G. Gratzer concerning endomorphism semigroups.}{\AH {\bf 15}, 297-307.}
\B{64a}{On $PC_\Delta$-classes in the theory of models.}{Magyar Tud. Akad. Mat. Kutat\'o Int. K\"ozl. {\bf 9}, 159-194.}
\B{64b}{On a generalization of a theorem of E. W. Beth.}{\AH {\bf 15}, 227-235.}
\B{64c}{Remarks on my paper "On $PC_\Delta$-classes in the theory of models".}{Magyar Tud. Akad. Mat. Kutat\'o Int. K\"ozl. {\bf 9}, 601-602.}
\B{65}{A compactness result concerning direct products of models.}{\FM {\bf 57}, 313-325.}
\B{69}{Preservation theorems.}{\JSL {\bf 34}, 437-459.}
\B{73}{A proof of Baker's finite-base theorem on equational classes generated by finite elements of congruence distributive varieties.}{\AU {\bf 3}, 174-181.}
\B{73a}{Preservation theorems for pseudo-elementary classes.}{Izbrannye voprosy algebry i logiki, Novosibirsk, 161-183.}
\B{?1}{A remark on a paper of J.-P. Ressayre.}{}
\B{?2}{Generalizing Vaught sentences from $\omega$ to strong cofinality cofinality $\omega$.}{}

\A{Makkai M., McNulty G.F.}
\B{77}{Universal Horn systems for lattices of submodules.}{\AU {\bf 7}, 25-31.}

\A{Makkai M., Reyes G.E.}
\B{77}{First order categorical logic.}{\LNM {\bf 611}.}

\A{Malbos J.-P.}
\B{78}{Sur la classe de nilpotence des boucles commutatives de Moufang et des espaces m\'ediaux.}{\CR AB287, A691-A693.}

\A{Mal'cev A.I.}
\B{36}{Untersuchungen aus dem Gebiete der mathematische Logik.}{Mat. Sb. {\bf 1}, 323-336.}
\B{39}{O vklyuchenii associativnykh sistem v gruppy.}{Mat. sb. {\bf 6}, 331-336.}
\B{40}{O vklyuchenii associativnykh sistem v gruppy II.}{Mat. sb. {\bf 8}, 251-263.}
\B{41}{On a general method for obtaining local theorems in group theory.}{(Russian) Ivanov. Gos. Ped. Inst. Uc. Zap. Fiz.-Mat. Fak. {\bf 1}, 3-9.}
\B{50}{Ob algebrakh s tozhdestvennymi opredelyayushchimi sootnosheniyami.}{Mat. sb. {\bf 26}, 19-33.}
\B{52}{Simmetricheskie gruppoidy.}{Mat. sb. {\bf 31}, 136-151.}
\B{53}{Ob odnom klasse algebraicheskikh sistem.}{\UMN {\bf 8}, 165-171.}
\B{54}{K obshchej teorii algebraicheskikh sistem.}{Mat. sb. {\bf 35}, 3-20.}
\B{55}{Analiticheskie lupy.}{Mat. sb. {\bf 36}, 569-576.}
\B{56}{O predstavleniyakh modelej.}{DAN SSSR {\bf 108}, 27-29.}
\B{56a}{Kvaziprimitivnye klassy abstraktnykh algebr.}{ DAN SSSR {\bf 108}, 187-189.}
\B{56b}{Podpryamye proizvedeniya modelej.}{DAN SSSR {\bf 109}, 264-266.}
\B{57}{O proizvodnykh operaciyakh i predikatakh.}{DAN SSSR {\bf 116}, 24-27.}
\B{57a}{O klassakh modelej s operaciej porozhdeniya.}{DAN SSSR {\bf 116}, 738-741.}
\B{57b}{Svobodnye topologicheskie algebry.}{\Izv {\bf 21}, 171-198.}
\B{58}{Opredelyayushchie sootnosheniya v kategoriyakh.}{DAN SSSR {\bf 119}, 1095-1098.}
\B{58a}{Strukturnaya kharakteristika nekotorykh klassov algebr.}{DAN SSSR {\bf 120}, 29-32.}
\B{58b}{O nekotorykh klassakh modelej.}{DAN SSSR {\bf 120}, 245-248.}
\B{59}{O malykh modelyakh.}{DAN SSSR {\bf 127}, 258-261.}
\B{59a}{Model'nye sootvetstviya.}{\Izv {\bf 23}, 313-336.}
\B{59b}{Regulyarnye proizvedeniya modelej.}{\Izv {\bf 23}, 489-502.}
\B{60}{O nerazreshimosti elementarnykh teorij nekotorykh polej.}{\Sib {\bf 1}, 71-77; {\bf 2}(1961), 639.}
\B{61}{Konstruktivnye algebry I.}{\UMN {\bf 16}, 3-60.}
\B{61a}{Nerazreshimost' elementarnoj teorii konechnykh grupp.}{DAN SSSR {\bf 138}, 771-774.}
\B{61b}{Ob elementarnykh teoriyakh lokal'no svobodnykh universal'nykh algebr.}{DAN SSSR {\bf 138}, 1009-1012.}
\B{61c}{Effektivnaya neotdelimost' mnozhestva tozhdestvenno istinnykh i mnozhestva konechno oproverzhimykh formul nekotorykh elementarnykh teorij.}{DAN SSSR {\bf 139}, 802-805.}
\B{62}{Aksiomatiziruemye klassy lokal'no svobodnykh algebr nekotorykh tipov.}{\Sib {\bf 3}, 729-743.}
\B{62a}{Strogo rodstvennye modeli i rekursivno sovershennye algebry.}{DAN SSSR {\bf 145}, 276-279.}
\B{62b}{Ob uravnenii $zxyx^{-1}y^{-1}z^{-1}=aba^{-1}b^{-1}$ v svobodnoj gruppe.}{\AiL {\bf 1}, 45-50.}
\B{63}{Nekotorye voprosy teorii klassov modelej.}{Trudy IV Vses. matem. s''ezda, t.1. Leningrad, 169-198.}
\B{66}{Iterativnye algebry i mnogoobraziya Posta.}{\AiL {\bf 5/2}, 5-24.}
\B{66a}{Neskol'ko zamechanij o kvazimnogoobraziyakh algebraicheskikh sistem.}{\AiL {\bf 5/3}, 3-9.}
\B{66b}{Tozhdestvennye sootnosheniya na mnogoobraziyakh kvazigrupp.}{Mat. sb. {\bf 69}, 3-12.}
\B{67}{Ob odnom usilenii teorem Slupeckogo i Yablonskogo.}{\AiL {\bf 6/3}, 61-74.}
\B{67a}{Ob umnozhenii klassov algebraicheskikh sistem.}{\Sib {\bf 8}, 346-365.}
\B{67b}{Universal'no aksiomatiziruemye podklassy lokal'no konechnykh klassov modelej.}{\Sib {\bf 8}, 1005-1014.}
\B{68}{O nekotorykh pogranichnykh voprosakh algebry i matematicheskoj logiki.}{Mezhdunar. kongr. matematikov. M., 1966. M., Mir, 217-231.}
\B{70}{Algebraicheskie sistemy.}{M., Nauka.}
\B{71}{The metamathematics of algebraic systems.}{Collected papers: 1936-1967. Amsterdam.}
\B{73}{Algebraic systems.}{Die Grundlehren der mathematischen Wissenschaften {\bf 192}.}
\B{76}{Izbrannye trudy.}{T.1: Klassicheskaya algebra. T.2: Matematicheskaya logika i obshchaya teoriya algebraicheskikh sistem. Nauka, M.}
\B{76a}{Iterative Post algebras}{(Russian), Lecture notes; a posthumous edition of the Novosibirsk State University.}

\A{Malcev Yu.N.}
\B{83}{Distributive varieties of associative algebras, the groupoid of whose submanifolds is a commutative semigroup.}{(Russian) Studies in algebra and topology. Mat. Issled. {\bf 74}, 117-121.}
\B{83a}{Varieties of algebras whose critical algebras are basis algebras.}{(Russian), \Sib {\bf 24}, 96-101.}
\B{84}{Distributive varieties of associative algebras.}{Studies in the theory of rings, algebras and modules, Mat. Issled. {\bf 76}, 73-98.}
\B{84a}{The variety of algebras generated by a complete matrix algebra.}{(Russian), Sib.Mat.Zh. {\bf 25}, 192-194.}

\A{Malcolm W.G.}
\B{73}{Application of higher-order ultraproducts to the theory of local properties in universal algebras and relational systems.}{\PLMS {\bf 27}, 617-637.}

\A{Malicki M., Rutkowski A.}
\B{04}{On operations and linear extensions of well partially ordered sets.}{Order {\bf 21}, 7-17.}

\A{Mamikonyan S.G.}
\B{72}{Mnogoobraziya finitno-approksiruemykh polugrupp.}{Mat. Sb. {\bf 88}, 353-359.}

\A{Mandelker M.}
\B{70}{Relative annihilators in lattices.}{Duke Math. J. {\bf 37}, 377-386.}

\A{Manes E.G.}
\B{75}{Algebraic theories.}{Graduate Texts in Math. {\bf 26}, Springer-Verlag.}

\A{Mangani P.}
\B{68}{Calcoli generali con connettivi.}{Matematiche (Catania) {\bf 23}, 83-106.}
\B{71}{Strutture associate ad un linguaggio predicativo generale.}{Symposia Math. {\bf 5}, 53-67.}

\A{Manin Yu.I.}
\B{72}{Kubicheskie formy (algebra, geometriya, arifmetika).}{Nauka, Moskva.}

\A{Manning G.M.}
\B{95}{Some results on the $m(4)$ problem of Erd\"os and Hajnal.}{}

\A{Mansfield R.}
\B{71}{The theory of Boolean ultrapowers.}{Ann. of Math. Logic {\bf 2}, 297-325.}
\B{77}{Sheaves and normal submodels.}{\JSL {\bf 42}, 241-250.}

\A{Mao X., Xu L.}
\B{05}{Representation theorems for directed completions of consistent algebraic L-domains.}{\AU {\bf 54}, 435-447.}

\A{Maranda J.-M.}
\B{64}{Injective structures.}{\TAMS {\bf 110}, 98-135.}
\B{65}{Formal categories.}{\CanJM {\bf 17}, 758-801.}

\A{Marchenkov S.S.}
\B{79}{On closed classes of selfdual functions of multiple-valued logic.}{(Russian) Problemy Kibernetiki {\bf 36}, 5-22.}
\B{82}{Homogeneous algebras.}{(Russian) Problemy Kibernetiki {\bf 39}, 85-106.}
\B{82a}{On the classification of algebras whose automorphism group is the alternating group.}{(Russian) DAN SSSR {\bf 265}, 533-536.}

\A{Marchi M.}
\B{80}{Partition loops and affine geometries.}{London Math. Lect. Notes {\bf 49}, 226-243.}

\A{Marcja A.}
\B{70}{Alcune questioni intorno alle ultraestensioni di strutture relazionali.}{Annali dell'Univ. di Ferrara {\bf 15}, 1-12.}
\B{70a}{Tipi di ultrafiltri in algebre di Boole complete con alcune applicazioni alle ultraestensioni.}{Sem. Mat. dell'Univ. di Catania {\bf 25}, 1-8.}
\B{72}{Una generalizzazione del concetto di prodotto diretto.}{Symposia Math. {\bf 8}, 363-377.}
\B{74}{Alcune osservazioni sulle algebre di Post monadiche.}{Bolletino U.M.I. {\bf 9}, 104-112.}

\A{Marcus L.}
\B{75}{A theory with only non-homogeneous minimal models.}{\AU {\bf 5}, 147.}

\A{Marczak A.W.}
\B{99}{A combinatorial characterization of Boolean algebras.}{\AU {\bf 41}, 143-150.}
\B{06}{A combinatorial characterization of normalizations of Boolean algebras.}{\AU {\bf 55}, 57-66.}

\A{Marczak A.W., Plonka J.}
\B{02}{Square extension of a groupoid.}{\AU {\bf 47}, 329-342.}

\A{Marczewski E.}
\B{47}{Concerning the symmetric difference in the theory of sets and in Boolean algebras.}{\CM {\bf 1}, 199-202.}
\B{51}{Sur les congruences et les propri\'et\'es positives d'alg\`ebres abstraites.}{\CM {\bf 2}, 220-228.}
\B{58}{A general scheme of the notions of independence in mathematics.}{\BAPS {\bf 6}, 731-736.}
\B{59}{Independence in some abstract algebras.}{\BAPS {\bf 7}, 611-616.}
\B{60}{Independence in algebras of sets and Boolean algebras.}{\FM {\bf 48} (1959/60), 135-145.}
\B{61}{Independence and homomorphisms in abstract algebras.}{\FM {\bf 50}, 45-61.}
\B{62}{Nombre d'\'el\'ements ind\'epedants et nombre d'\'el\'ements g\'en\'erateurs dans les alg\`ebres abstraites finies.}{Ann. Mat. Pura Appl. {\bf 59}, 1-9. Correction: {\bf 61}(1963), 349.}
\B{63}{Concerning the independence in lattices.}{\CM {\bf 10}, 21-23.}
\B{64}{The number of independent elements in abstract algebras with unary and binary operations.}{\CM {\bf 12}, 723-727.}
\B{64a}{Homogeneous operations and homogeneous algebras.}{\FM {\bf 56}, 81-103.}
\B{64b}{Remarks on symmetrical and quasi-symmetrical operations.}{\BAPS {\bf 12}, 735-737.}
\B{66}{Independence in abstract algebras - results and problems.}{\CM {\bf 14}, 169-188.}
\B{69}{Independence with respect to a family of mappings.}{\CM {\bf 20}, 17-21.}
\B{70}{A remark on independence in abstract algebras.}{Comment. Math. Prace Mat. {\bf 14}, 15-17.}

\A{Marczewski E., Urbanik K.}
\B{60}{Abstract algebras in which all elements are independent.}{\BAPS {\bf 8}, 291-293.}
\B{62}{Abstract algebras in which all elements are independent.}{\CM {\bf 9}, 199-207.}

\A{Margaris A.}
\B{73}{Identities in implicative semilattices.}{\PAMS {\bf 41}, 443-448.}

\A{Margolis S.W., Pin J.E.}
\B{84}{Varieties of finite monoids and topology for the free monoid.}{Proceedings of the Marquette Conference on Semigroups, Marquette University, 113-130.}

\A{Marica J.}
\B{63}{A note on unary algebras.}{\PAMS {\bf 14}, 792.}

\A{Marica J., Bryant S.}
\B{60}{Unary algebras.}{\PJM {\bf 10}, 1347-1359.}

\A{M\'arki L.}
\B{75}{\"Uber einige Vollst\"andigkeitsbegriffe in Halbgruppen und Gruppen.}{\AH {\bf 26}, 343-346.}

\A{Markov A.}
\B{47}{On the impossibility of certain algorithms in the theory of associative systems.}{(Russian) DAN SSSR {\bf 55}, 587--590.}
\B{51}{Impossibility of certain algorithms in the theory of associative systems.}{(Russian) DAN SSSR {\bf 77}, 953--956.}

\A{Markovi\'c P., McKenzie R.}
\B{?}{Few subpowers, congruence distributivity and near-unanimity.}{Preprint}

\A{Markovski S.}
\B{77}{Smestuvan'e na n-grupoidi po n-kvazigrupa.}{(Vlozheniya n-gruppoidov v n-kvazigruppi.) Godi\v sen zb. Fak. mat. Un-t - Skopje {\bf 28}, 27-31.}

\A{Markowsky G.}
\B{76}{Chain-complete posets and directed sets with applications.}{\AU {\bf 6}, 53-68.}
\B{77}{A motivation and generalization of Scott's notion of a continuous lattice.}{IBM Research Report, RC. 6617.}
\B{77a}{Categories of chain-complete posets.}{Theor. Comput. Sci. {\bf 4}, 125-135.}
\B{79}{Free completely distributive lattices.}{\PAMS {\bf 74}, 227-228.}
\B{83}{Extending semilattices is hard.}{\AU {\bf 17}, 406-407.}

\A{Mar\'oti M.}
\B{97}{Semilattices with a group of automorphisms.}{\AU {\bf 38}, 238-265.}
\B{02}{The variety generated by tournaments.}{Dissertation, Vanderbilt University, Nashville, Tennessee.}
\B{?2}{Decidability of a partial nu-term.}{}
\B{?3}{A guide for mortals to tame congruence theory.}{}
\B{?4}{A guide for mortals to tame congruence theory.}{Preprint}
\B{?5}{Decidability of a partial NU-term.}{Preprint}

\A{Mar\'oti M., McKenzie R.}
\B{?}{Finite basis problems and results for quasivarieties.}{}

\A{Mar\'oti M., Pinsker M.}
\B{?}{Embeddings of lattices of clones.}{}

\A{Martin C.F.}
\B{73}{Equational theories of natural numbers and transfinite ordinals.}{Ph.D. Thesis, U.C. Berkeley, 213 pp. + xvi.}

\A{Martinez J.}
\B{73}{Archimedean lattices.}{\AU {\bf 3}, 247-260.}

\A{Mart\'\i nez J.}
\B{06}{Unit and kernel systems in algebraic frames.}{\AU {\bf 55}, 13-43.}

\A{Martinez J., Zenk E.R.}
\B{03}{When an algebraic frame is regular.}{\AU {\bf 50}, 231-257.}

\A{Martynova T.A.}
\B{79}{Gruppoid 0-privedennykh mnogoobrazij polugrupp.}{Issledov. po sovremen. algebre. Sverdlovsk, 96-115.}
\B{82}{O gruppoide mnogoobrazij polugrupp s nulem.}{Izv. vuzov Matem. {\bf 11}, 77-79.}
\B{83}{O gruppoide mnogoobrazij polugrupp s nulem.}{Algebraichesk. sistemy. Mnogoobraziya. Reshetki podsistem. Sverdlovsk, 95-114.}

\A{Marx M.}
\B{98}{Amalgamation in relation algebras.}{\JSL {\bf 63}, 479-484.}
\B{99}{Relativized relation algebras.}{\AU {\bf 41}, 23-45.}

\A{Marx M., Mikulas S.}
\B{99}{Decidability of cylindric set algebras of dimension two and first-order logic with two variables.}{\JSL {\bf 64}, 1563-1572.}

\A{Mashevickij G.I.}
\B{78}{O tozhdestvakh vpolne prostykh polugrupp nad abelevymi gruppami.}{Algebraichesk. sistemy s odnim algebraicheskim dejstviem. XXXI Gercenovskie chteniya. L., 33-35.}
\B{78a}{O tozhdestvakh v mnogoobraziyakh vpolne prostykh polugrupp nad abelevymi gruppami.}{Sovremen. algebra. L., 81-89.}
\B{79}{Tozhdestva v polugruppakh Brandta.}{PMPE 126-137.}
\B{80}{O tozhdestvakh, vypolnennykh v nekotorykh klassakh vpolne 0-prostykh polugrupp.}{VINITI 3135-80 Dep.}
\B{83}{Primer konechnoj polugruppu, ne imeyushchej neprivodimogo bazisa tozhdestv v klasse 0-prostykh polugrupp.}{\UMN {\bf 38}, 211-213.}
\B{83a}{Bazisy tozhdestv nekotorykh mnogoobrazij vpolne prostykh polugrupp.}{Algebraichesk. dejstviya i uporyadochennosti. L., 138-141.}
\B{84}{On bases of completely simple semigroup identities.}{\SF {\bf 30}, 67-76.}
\B{85}{O bazisakh tozhdestv polugrupp preobrazovanij ranga 2.}{XVIII Vsesoyuzn. algebraichesk. konf. Tezisy dokladov, Kishinev, ch.2, 19.}
\B{96}{On a finite basis problem for universal positive formulas.}{\AU {\bf 35}, 124-140.}

\A{Massazza P.}
\B{01}{On the root of languages.}{\IJAC {\bf 11}, 549-563.}

\A{Matczak K., Romanowska A.B.}
\B{?}{Irregular quasivarieties of commutative binary modes.}{Preprint}

\A{Mattenet G.}
\B{62}{Produit direct de boucles.}{\CR {\bf 255}, 3340-3342.}
\B{62a}{Exemple d'\'equivalence r\'eguli\`ere et simplifiable dans un quasi-groupe.}{\CR {\bf 255}, 3092-3094.}
\B{63}{Quasigroupes, r\'eunions de groupes.}{\CR {\bf 256}, 5028-5030.}
\B{63a}{Sur les quasi-groupes.}{S\'emin. P. Dubreil, M.-L. Dubreil-Jacotin et C. Pisot; Fac. sci. Paris, 19961-62, 16 ann\'ee, fasc.2 Paris, 12/01-12/28.}
\B{75}{Sous-groupes centralisants a droite. Sous-groupes centralisants a gauche.}{Publs mat. Univ. Pau et pays Adour. S.l., 4/1-4/69.}

\A{Matthiessen G.}
\B{76}{Theorie der heterogenen Algebren.}{Mathematik - Arbeitspapiere Nr.3, Universit\"at Bremen Teil A.}
\B{78}{Regular and strongly finitary structures over strongly algebroidal categories.}{CanJM {\bf 30}, 250-261.}
\B{79}{A heterogeneous algebraic approach to some problems in automata theory, many valued logic and other topics.}{\CGA 193-211.}

\A{Matus V.P.}
\B{70}{O svobodnykh razlozheniyakh v peresechenii mnogoobrazij universal'nykh algebr.}{Mat. zametki {\bf 7}, 551-562.}
\B{72}{Subalgebras of free products of algebras of the variety $H_{m,n}$.}{(Russian) Mat. zametki {\bf 12}, 303-311.}

\A{Maurer G.I., Szil\'agyi M.}
\B{71}{Sur une \'equation de type Fredholm d\'efinie dans des alg\`ebres universelles topologiques.}{Rend. Ist. Mat. Univ. Trieste {\bf 3}, 200-206.}

\A{Maurer W.D., Rhodes G.L.}
\B{65}{A property of finite simple nonabelian groups.}{\PAMS {\bf 16}, 552-554.}

\A{Maza A.C.de la, Moresi R.}
\B{05}{On modular lattices generated by chains.}{\AU {\bf 54}, 475-488.}

\A{Mazzanti G.}
\B{72}{Classi localmente filtrali.}{Ann. Univ. Ferrara Sez. VII {\bf 17}, 143-147.}
\B{72a}{Classi filtrali e distributivit\`a delle congruenze.}{Ann. Univ. Ferrara Sez. VII {\bf 17}, 149-157.}
\B{74}{Classi ideali e distributivit\`a delle congruenze.}{Ann. Univ. Ferrara Sez. VII {\bf 19}, 145-156.}

\A{McCleary S.H.}
\B{76}{The structure of intransitive ordered permutation groups.}{\AU {\bf 6}, 229-255.}
\B{89}{Free lattice-ordered groups.}{Kluwer Academic Publishers, Dordrecht, 206-227.}

\A{McCune W., Padmanabhan R., Rose M.A., Veroff R.}
\B{04}{Automated discovery of single axioms for ortholattices.}{\AU {\bf 52}, 541-549.}

\A{McCune W., Padmanabhan R., Veroff R.}
\B{03}{Yet another single law for lattices.}{\AU {\bf 50}, 165-169.}

\A{McDiarmid C.J.}
\B{75}{Bi-submodular functions, distributive valuations, and distance functions in lattices.}{\AU {\bf 5}, 253-255.}

\A{McKenzie R.}
\B{65}{On the unique factorization problem for finite commutative semigroups.}{(Abstract) Notices AMS {\bf 12}, 315.}
\B{68}{On finite groupoids and K-prime algebras.}{\TAMS {\bf 133}, 115-129.}
\B{70}{Equational bases for lattice theories.}{\MS {\bf 27}, 24-38.}
\B{70a}{Representations of integral relation algebras.}{Michigan Math. J. {\bf 17}, 279-287.}
\B{71}{Definability in lattices of equational theoriies.}{Annals Math. Logic {\bf 3}, 197-237.}
\B{71a}{Cardinal multiplication of structures with a reflexive relation.}{\FM {\bf 70}, 59-101.}
\B{71b}{$\aleph_1$-incompactness of Z.}{\CM {\bf 23}, 199-202.}
\B{71c}{A note on subgroups of infinite symmetric groups.}{Indag. Math. {\bf 33}, 53-58.}
\B{71d}{On elementary types of symmetric groups.}{\AU {\bf 1}, 13-20.}
\B{71d}{On semigroups whose proper subsemigroups have lesser power.}{\AU {\bf 1}, 21-25.}
\B{72}{A method for obtaining refinement theorems, with an application to direct products of semigroups.}{\AU {\bf 2}, 324-338.}
\B{72a}{Equational bases and non-modular lattice varieties.}{\TAMS {\bf 174}, 1-44.}
\B{72b}{Negative solution of the decision problem for sentences true in every subalgebra of $<N,+>$.}{\JSL {\bf 36}, 607-609.}
\B{73}{Some unsolved problems between lattice theory and equational logic.}{\PHLT 564-573.}
\B{73a}{Simple undecidable problems about finite groupoids.}{otices AMS {\bf 20}, 73T-E95.}
\B{75}{On spectra, and the negative solution of the decision problem for identities having a finite non-trivial model.}{\JSL {\bf 40}, 186-196.}
\B{77}{Automorphism groups of denumerable Boolean algebras.}{\CanJM {\bf 29}, 466-471.}
\B{78}{Para primal varieties: a study of finite axiomatizability and definable principal congruences in locally finite varieties.}{\AU {\bf 8}, 336-348.}
\B{78a}{A finite algebra A with SP(A) not elementary.}{\AU {\bf 8}, 5-7.}
\B{81}{On recovering a bounded distributive lattice from its endomorphism monoid.}{\HJM {\bf 7}, 525-529.}
\B{81a}{Residually small varieties of semigroups.}{\AU {\bf 13}, 171-201.}
\B{82}{Narrowness implies uniformity.}{\AU {\bf 15}, 67-85.}
\B{82a}{Residually small varieties of K-algebras.}{\AU {\bf 14}, 181-196.}
\B{82b}{Subdirect powers of non-abelian groups.}{\HJM {\bf 8}, 389-399.}
\B{83}{Finite forbidden lattices.}{\LNM {\bf 1004}, 176-205.}
\B{83a}{The number of non-isomorphic models in quasi-varieties of semigroups.}{\AU {\bf 16}, 195-203.}
\B{83b}{A note on residually small varieties of semigroups.}{\AU {\bf 17}, 143-149.}
\B{83c}{Tame congruences.}{\CMSJB {\bf 43}, 293-305.}
\B{84}{A new product of algebras and a type reduction theorem.}{\AU {\bf 18}, 29-69.}
\B{84a}{The structure of finite algebras.}{Atti Degli INCONTRI di Logika Mat. Vol.2, Siena, 561-584.}
\B{84b}{Categorical quasivarieties revisited.}{\AU {\bf 19}, 273-303.}
\B{84c}{Cardinality and cofinality of homomorphisms of products of Boolean algebras.}{\AU {\bf 19}, 38-44.}
\B{85}{The structure of finite algebras.}{Atti degli Incontri di Logica Matematica {\bf 2} (Siena), 561--584.}
\B{86}{Tame congruences.}{\CMSJB {\bf 43}, 293-305.}
\B{87}{Finite equational bases for congruence modular algebras.}{\AU {\bf 24}, 224-250.}
\B{87a}{Nilpotent and solvable radicals in locally finite congruence modular varieties.}{\AU {\bf 24}, 251-266.}
\B{90}{Residually small varieties revisited.}{Lattices, Semigroups and Universal Algebra (Proceedings of the Lisbon 1988 Conference). Plenum Press, 185--190.}
\B{90a}{Interactions between group theory and the general theory of algebras.}{Groups--Canberra 1989", \LNM {\bf 1456}, 32-48.}
\B{90b}{Monotone clones, residual smallness and congruence distributivity.}{\BAuMS {\bf 41}, 283-300.}
\B{91}{Congruence extension, Hamiltonian and Abelian properties in locally finite varieties.}{\AU {\bf 28}, 589-603.}
\B{93}{On the covering relation in the interpretability lattice of equational theories.}{\AU {\bf 30}, 399-421.}
\B{93a}{Non-covering in the interpretability lattice of equational theories.}{\AU {\bf 30}, 157-170.}
\B{94}{On minimal simple lattices.}{\AU {\bf 32}, 63-103.}
\B{96}{The residual bounds of finite algebras.}{\IJAC {\bf 6}, 1-28.}
\B{96a}{The residual bound of a finite algebra is not computable.}{\IJAC {\bf 6}, 29-48.}
\B{96b}{Tarski's finite basis problem is undecidable.}{\IJAC {\bf 6}, 49-104.}
\B{96c}{An algebraic version of categorical equivalence for varieties and more general algebraic categories.}{Logic and Algebra. Proc. of the Magari Conf., Siena. Marcel Dekker, New York.}
\B{99}{Arithmetic of finite ordered sets: cancellation of exponents, I.}{Order {\bf 16}, 313-333.}
\B{00}{Recursive inseparability for residual bounds of finite algebras.}{\JSL {\bf 65}, 1863-1880.}
\B{00a}{Arithmetic of finite ordered sets: cancellation of exponents, II.}{Order {\bf 17}, 309-332.}
\B{01}{Residual smallness relativized to congruence types, I.}{J. Pure Appl. Algebra {\bf 163}, 209--220.}
\B{02}{Locally finite varieties with large free spectra.}{\AU {\bf 47}, 303-318.}
\B{03}{The zig-zag property and exponential cancellation of ordered sets.}{Order {\bf 20}, 185-221.}
\B{?1}{On finitely generated congruence modular varieties.}{}
\B{?2}{On minimal locally finite varieties with permuting congruence relations.}{}
\B{?3}{Monotone clones, residual smallness and congruence-distributivity.}{\BAuMS.}
\B{?4}{Is the presence of a nu-term a decidable property of a finite algebra?}{}
\B{?5}{Residual smallness in type 2 - a result of Kearnes.}{}
\B{?6}{Covering rectangles.}{}
\B{?9}{Residual smallness relativized to congruence types.}{}
\B{?10}{When two varieties are equivalent as categories.}{}
\B{?11}{Algebraic properties of monotone clones: residual smallness and congruence distributivity.}{}
\B{?12}{The P\'alfy-Szab\'o equation.}{}
\B{?13}{Subdirectly irreducible tournaments in varieties.}{}
\B{?14}{Almost all tournaments are simple and rigid.}{}
\B{?15}{An interesting algebraic lattice.}{}
\B{?16}{Constructing a meet semi-distributive algebraic lattice with only one meet-prime element.}{}
\B{?17}{Towards undecidability of the finite quasi-equational base problem.}{Preprint}

\A{McKenzie R., Hobby D.}
\B{88}{The structure of finite algebras (tame congruence theory).}{Contemporary Mathematics, AMS, Providence, R.I.}

\A{McKenzie R., Maroti M.}
\B{06}{Existence theorems for weakly symmetric operations.}{Preprint}

\A{McKenzie R., McNulty G.F., Taylor W.}
\B{87}{Algebras, lattices, varieties. Vol. I.}{Wadsworth \& Brooks/Cole, Monterey, Calif.}

\A{McKenzie R., Monk J.D.}
\B{73}{On automorphism groups of Boolean algebras.}{\CMSJB, Keszthely, 951-988.}
\B{82}{Chains in Boolean algebras.}{Annals Math. Logic {\bf 22}, 137-175.}
\B{04}{On some small cardinals for Boolean algebras.}{\JSL {\bf 69}, 674-682.}

\A{McKenzie R., Mycielski J., Thompson D.}
\B{71}{On Boolean functions and connected sets.}{Mathematical Systems Theory {\bf 5}, 259-270.}

\A{McKenzie R., Quackenbush R.}
\B{81}{The spectrum of a lattice-primal algebra.}{Discrete Math. {\bf 35}, 157-163.}

\A{McKenzie R., Romanowska A.}
\B{79}{Varieties of .-distributive bisemilattices.}{\CGA 213-218.}

\A{McKenzie R., Schein B.M.}
\B{97}{Every semigroup is isomorphic to a transitive semigroup of binary relations.}{\TAMS {\bf 349}, 271--285.}

\A{McKenzie R., Shelah S.}
\B{74}{The cardinals of simple models for universal theories.}{\PTS 53-74.}

\A{McKenzie R., Snow J.}
\B{05}{Congruence modular varieties: commutator theory and its uses.}{V. B. Kudryatsev and I. G. Rosenberg (eds.), Structural Theory of Automata, Semigroups, and Universal Algebra. Springer, 273-329.}

\A{McKenzie R., Stanovsk\'y D.}
\B{06}{Every quasigroup is isomorphic to a subdirectly irreducible quasigroup modulo its monolith.}{\AS {\bf 72}, 59-64.}

\A{McKenzie R., Swierczkowski S.}
\B{93}{Non-covering in the interpretability lattice of equational theories.}{\AU {\bf 30}, 157-170.}

\A{McKenzie R., Taylor W.}
\B{90}{Interpretations of module varieties.}{\JA {\bf 135}, 456--493.}

\A{McKenzie R., Thompson R.J.}
\B{72}{An elementary construction of unsolvable word problems in group theory.}{Proceedings of the Conference on Decision Problems in Group Theory, UC Irvine, 1969, North-Holland, 457-478.}

\A{McKenzie R., Tsinakis C.}
\B{81}{On recovering a bounded distributive lattice from its endomorphism monoid.}{\HJM {\bf 7}, 525-529.}

\A{McKenzie R., Valeriotte}
\B{89}{The structure of decidable locally finite varieties.}{Progress in Mathematics, vol. 79, Birkhauser.}
\B{92}{A characterization of decidable locally finite varieties.}{Proc. Int. Conf. on Algebra honoring A. Malcev, AMS Contemporary Math. {\bf 131}, 169-185.}

\A{McKenzie R., Wood J.}
\B{01}{The type set of a variety is not computable.}{\IJAC {\bf 11}, 89-130.}

\A{McKinsey J.C.C.}
\B{43}{The decision problem for some classes of sentences without quantifiers.}{\JSL {\bf 8}, 61-76.}

\A{McKinsey J.C.C., Tarski A.}
\B{44}{The algebra of topology.}{Ann. of Math. {\bf 45}, 141-191.}
\B{46}{On closed elements in closure algebras.}{Ann. of Math. {\bf 47}, 122-162.}

\A{McLain D.H.}
\B{59}{Local theorems in universal algebras.}{\JLMS {\bf 34}, 177-184.}

\A{McLaughlin J.E.}
\B{51}{Projectivities in relatively complemented lattices.}{Duke Math. J. {\bf 18}, 73-84.}
\B{53}{Structure theorems for relatively complemented lattices.}{\PJM {\bf 3}, 197-208.}
\B{56}{Atomic lattices with unique comparable complements.}{\PAMS {\bf 7}, 864-866.}
\B{61}{The normal completion of a complemented modular point lattice.}{\LT 78-80.}

\A{McLeish M.}
\B{79}{On the number of conjugates of n-ary quasigroups.}{\CanJM {\bf 31}, 637-654.}
\B{80}{On the existence of ternary quasigroups with two eight conjugacy classes.}{J. Combin. Theory A {\bf 29}, 199-211.}

\A{McNab D.}
\B{81}{Modal operators on Heyting algebras.}{\AU {\bf 12}, 5-29.}

\A{McNaughton R.}
\B{51}{A theorem about infinite-valued sentential logic.}{\JSL {\bf 16}, 1-13.}

\A{McNulty G.F.}
\B{72}{The Decision Problem for Equational Bases of Algebras.}{Ph.D. Dissertation, University of California, Berkeley, CA.}
\B{76}{The decision problem for equational bases of algebras.}{Annals of Math. Logic {\bf 10}, 193-259.}
\B{76a}{Undecidable properties of finite sets of equations.}{\JSL {\bf 11}, 589-604.}
\B{77}{Fragments of first order logic. I: Universal Horn logic.}{\JSL {\bf 42}, 221-237.}
\B{80}{Classes which generate the variety of all lattice-ordered groups.}{in Ordered groups (Smith, Kenny and Ball, eds.) Lecture Notes in Pure and Appl. Math. {\bf 62}, Marcel Dekker, 135-140.}
\B{81}{Structural diversity in the lattice of equational theories.}{\AU {\bf 13}, 271-292.}
\B{81a}{Infinite chains of non-finitely based equational theories of finite algebras.}{\AU {\bf 13}, 373-378.}
\B{82}{Covering in the lattice of equational theories and some propertiees of term finite theories.}{\AU {\bf 15}, 115-125.}
\B{82a}{Infinite ordered sets, a recursive perspective.}{in Ordered Sets. (I. Rival, ed.) D. Reidel Publ., Dordrecht, 299-330.}
\B{83}{An extension of Zermelo's Principle and pathological sets in the plane.}{Matimyas Matematika {\bf 7}, no.4, 1--11.}
\B{85}{How to construct finite algebras which are not finitely based.}{\LNM {\bf 1149}, 167-174.}
\B{86}{Fifteen possible previews in equational logic.}{\CMSJB {\bf 43}, 307-331.}
\B{86a}{Alfred Tarski and undecidable theories.}{\JSL {\bf 51}, 890-898.}
\B{89}{An equational logic sampler.}{in: Rewriting Techniques and Applications, Lecture Notes in Computer Science {\bf 355}, 234-262.}
\B{90}{Commentary on ``The structure of relatively complemented lattices".}{in: The Dilworth Theorems, Selected Papers of Robert P. Dilworth, Birkh\"auser, Basel, 439-444.}
\B{92}{A field guide to equational logic.}{\JSC {\bf 14}, 371--397.}
\B{94}{Corrigendum: "Structural diversity in the lattice of equational theories".}{\AU {\bf 31} 614.}
\B{04}{Minimum bases for equational theories of groups and rings: The work of Alfred Tarski and Thomas Green.}{Preprint, Elsevier Science, 1-26.}
\B{?1}{An extension of Zermelo's principle and pathological sets in the plane.}{}
\B{?2}{Twenty opennings at the juncture of algebra, logic, and theoretical computer science.}{}
\B{?3}{Testing termination of term rewriting systems.}{}
\B{?4}{Residual finiteness and finite equational bases: Undecidable properties of finite algebras. Lectures on some recent work of Ralph McKenzie and Ross Willard.}{}
\B{?5}{Compatibility of equations with the real line: variations on a theme of Walter Taylor.}{Preprint}
\B{07}{The equational compatibility problem for the real line.}{Preprint, 1-15.}

\A{McNulty G.F., Makkai M.}
\B{77}{Universal Horn axiom systems for lattices of submodules.}{\AU {\bf 7}, 25-31.}

\A{McNulty G.F., Nordahl T., Scheiblich H.E.}
\B{83}{Injectives and projectives in term-finite varieties of algebras.}{\CanJM {\bf 35}, 769-775.}

\A{McNulty G.F., Shallon C.R.}
\B{83}{Inherently nonfinitely based finite algebras.}{\LNM {\bf 1004}, 206-231.}

\A{McNulty G.F., Szekely Z., Willard R.}
\B{?}{Equational complexity of the finite algebra membership problem for varieties of algebras.}{}

\A{McNulty G.F., Taylor W.}
\B{75}{Combinatory interpolation theorems.}{Discrete Math. {\bf 12}, 193-200.}

\A{McNulty G.F., Wang Ju}
\B{?1}{Varieties generated by a finite group are residually finitely axiomatizable.}{}
\B{?2}{Residually finitely axiomatizable congruence meet-semidistributive varieties generated by a finite algebra.}{}
\B{?}{The class of subdirectly irreducible groups generated by a finite group is finitely axiomaticable.}{Preprint.}

\A{McNulty G.F., Willard R.}
\B{?}{The Chautauqua Problem, Tarski's Finite Basis Problem, and residual bounds for 3-element algebras.}{}

\A{Mederly P.}
\B{75}{Three Mal'cev type theorems and their application.}{\MCSAV {\bf 25}, 83-95.}

\A{Medvedev N.Ya.}
\B{84}{O resh\"etke 0-approksiruemykh l-mnogoobrazij.}{\CMJ {\bf 34}, 5-17.}

\A{Medvedev N.Ya., Morozova S.V.}
\B{98}{On covers in the lattice of representable l-varieties.}{\CMJ {\bf 48}, 821-831.}

\A{Mekler A., Nelson E., Shelah S.}
\B{93}{A variety with solvable, but not uniformly solvable, word problem.}{\PLMS {\bf 66}, 225-256.}

\A{Mekler A., Shelah S.}
\B{90}{$L_{\infty\omega}$-free algebras.}{\AU {\bf 26}, 351-356.}

\A{Meldrum J.D.P.}
\B{71}{Varieties and P. G. near-rings.}{Proc. Edinburgh Math. Soc. {\bf 17}, 271-274.}

\A{Mel'nik I.I.}
\B{69}{Varieties of $\Omega$-algebras.}{(Russian) Studies in Algebra, \ISU, 32-40.}
\B{70}{O mnogoobraziyakh i reshetkakh mnogoobrazij polugrupp.}{Issledov. po algebre. Saratov, {\bf 2}, 47-57.}
\B{70a}{Regulyarnye zamykaniya mnogoobrazij polugrupp, cnabzhennykh kommutiruyushchim idempotentom.}{Issled. po algebre {\bf 2}, 58-66.}
\B{71}{Normal'nye zamykaniya sovershennykh mnogoobrazij ubiversal'nykh algebr.}{\UMR {\bf 1}, \ISU, 56-65.}
\B{71a}{Ob odnom semejstve mnogoobrazij polugrupp.}{\IV N0.12, 103-108.}
\B{73}{Nil'potentnye sdvigi mnogoobrazij.}{\MZam {\bf 14}, 703-712.}
\B{74}{O proizvedenii mnogoobrazij.}{Teoriya polugrupp i ee prilozheniya. Saratov, {\bf 3}, 59-63.}
\B{74a}{Mazhorantnye sdvigi mnogoobrazij.}{Issled. po algebre, No.4, \ISU, 70-78.}
\B{74b}{Majorant translations and lattices of varieties.}{(Russian) Ordered sets and lattices, No.4, \ISU, 85-98.}
\B{77}{Mazhorantnye sdvigi na reshetkakh mnogoobrazij.}{\UMR {\bf 4}, 85-98.}

\A{Mendelsohn E.}
\B{78}{The smalles non-derived Steiner triple system is simple as a loop.}{\AU {\bf 8}, 256-259.}
\B{78a}{On the groups of automorphisms of Steiner triple and quadruple systems.}{J. Combin. Theory Ser. A {\bf 25}, 97-104.}
\B{78b}{Every (finite) group is the automorphism group of a (finite) strongly regular graph.}{Ars comb. {\bf 6}, 75-86.}
\B{?1}{An elementary characterization of the category of partly ordered sets.}{}
\B{?2}{Every group is the colineation group of some projective plane.}{}

\A{Mendelsohn N.S.}
\B{69}{Combinatorial designs as models of universal algebras.}{Recent Progress in Combinatorics, Proceedings of the Third Waterloo Conference on Combinatorics, 1968, Academic Press Inc., New York, 123-132.}
\B{70}{Directed graphs with the unique path property.}{\CMSJB {\bf 4}, 783-799.}
\B{71}{A single groupoid identity for Steiner loops.}{Aeq. math. {\bf 6}, 228-230.}
\B{75}{Algebraic construction of combinatorial designs.}{Proc. Conf. on Algebraic Aspects of Combinatorics, Univ. of Toronto, 157-168.}
\B{77}{The spectrum of idempotent varieties of algebras with binary operators based on two variable identities.}{Aeq. Math.}
\B{78}{A class of combinatorial quasigroups.}{Roy. Soc. Can. Math. Repts {\bf 1}, 13-16.}

\A{Mendelsohn N.S., Padmanabhan R., Wolk B.}
\B{?}{Designs embeddable in a plane cubic curve.}{(Part 2 of Planar projective configurations)}

\A{Mendes C.}
\B{05}{Complemented congruences on Ockham algebras.}{\AU {\bf 54}, 279-290.}
\B{07}{Complemented congruences on double Ockham algebras.}{\AU {\bf 56}, 1-16.}

\A{Menger K., Alt F., Schreiber O.}
\B{36}{New foundations of projective and affine geometry.}{Ann. of Math. {\bf 37}, 456-482.}

\A{Menon Kesava}
\B{75}{Homogeneous quasigroups and their combinatorial bearings.}{Proc. Indian Nat. Sci. Acad. A41/3, 245-259.}

\A{Meredith C.A.}
\B{69}{Equational postulates for the Sheffer stroke.}{\NDJFL {\bf 10}, 266-270.}

\A{Meredith C.A., Prior A. N.}
\B{68}{Equational logic.}{\NDJFL {\bf 9}, 212-226.}

\A{Merriell D.}
\B{70}{An application of quasigroups to geometry.}{Amer. Math. Monthly {\bf 77}, 44-46.}

\A{Mervartov\'a J.}
\B{83}{On some properties of genomorphisms of C-algebras.}{Arch. Math. Brno {\bf 19}, 99-108.}

\A{Meschiari M., Quattrocchi P.}
\B{69}{Gruppi e cappi moltiplicativi di anelli ternari lineari.}{Ann. mat. pura ed. appl. {\bf 83}, 235-251.}

\A{Meseguer J.}
\B{83}{Order completion monads.}{\AU {\bf 16}, 63-82.}

\A{Meskin S.}
\B{69}{On some Schreier varieties of universal algebras.}{\JAuMS {\bf 10}, 442-444.}

\A{Meyer A., Stockmeyer L.}
\B{72}{The equivalence problem for regular expressions with squaring requires exponential time.}{Proc. 13th Ann. IEEE Symp. on Switching and Automata Theory.}

\A{Meyer R.K., Parks Z.}
\B{72}{Independent axioms for the implicational fragment of Sobocinski's three-calued logic.}{\ZMLG {\bf 18}, 291-295.}

\A{Michler L., Schreckenberger J.}
\B{?}{\"Uber die Vollst\"andigkeit algebraischer induktiver Gruppoide.}{61-83.}

\A{Michler G., Wille R.}
\B{70}{Die primitiven Klassen arithmetischer Ringe.}{Math. Z. {\bf 113}, 369-372.}

\A{Micol F., Tak\'ach G.}
\B{02}{Pasting as construction.}{Submitted to Acta Sci. Math. Szeged}

\A{Mikulas S., Marx M.}
\B{99}{Undecidable relativizations of algebras of relations.}{\JSL {\bf 64}, 747-760.}

\A{Mili\'c S.}
\B{71}{A new proof of Belousov's theorem for a special law of quasigroup operations.}{Publs Inst. math. {\bf 11}, 89-91.}
\B{71a}{O jednoj klasi kvazigrupnich operacija asocijativnog tipa.}{Matem. vesn. {\bf 8}, 281-285.}
\B{72}{On GD-groupoids with applications to n-ary quasigroups.}{Publs Inst. math. {\bf 13}, 65-76.}
\B{72a}{On modular systems of quasigroups.}{Math. balkan. {\bf 2}, 143-150.}

\A{Mili\'c S., Tepav\v cevi\'c A.}
\B{95}{Special elements generalizing modularity in a lattice.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 25}, 131-140.}

\A{Miller A.}
\B{?}{Some references on wqo, bqo, scattered types, Fraisse conjecture.}{Preprint, 1-6.}

\A{Miller G.L.}
\B{79}{Graph isomorphism: general remarks.}{J. Comput. System Sci. {\bf 18}, 128-142.}

\A{Milner R., Weyrauch R.}
\B{72}{Proving compiler correctness in a mechanized logic.}{Machine Intelligence {\bf 7}, 51-72.}

\A{Mirsky L.}
\B{71}{Transversal theory.}{Academic Press, New York.}

\A{Mitchell B.}
\B{65}{Theory of categories.}{Academic Press, New York.}

\A{Mitschke A.}
\B{71}{Implication algebras are 3-permutable and 3-distributive.}{\AU {\bf 1}, 182-186.}
\B{73}{On a representation of groupoids as sums of directed systems.}{\CM {\bf 28}, 11-18.}
\B{76}{Finite distributive lattices projective in the class of modular lattices.}{\AU {\bf 6}, 383-393.}
\B{78}{Near unanimity identities and congruence distributivity in equational classes.}{\AU {\bf 8}, 29-32.}
\B{78a}{Every distributive groupoid is trimedial.}{\AU {\bf 8}, 131-133.}

\A{Mitschke A., Schmidt E.T., Wille R.}
\B{?}{On finitely projected modular lattices of breadth two.}{}

\A{Mitschke A. + Werner H.}
\B{73}{On groupoids representable by vector spaces over finite fields.}{\AM {\bf 24}, 14-20.}

\A{Mitschke A., Wille R.}
\B{73}{Freie modulare Verb\"ande FM(DM3).}{\PHLT 383-396.}
\B{76}{Finite distributive lattices projective in the class of modular lattices.}{\AU {\bf 6}, 383-393.}
\B{79}{\"Uber freie modulare Verb\"ande $FM(_D^qM)$.}{\CGA 219-233.}

\A{Mittelstaedt P.}
\B{72}{On the interpretation of the lattice of subspaces of the Hilbert space as a propositional calculus.}{Z. Naturforsch. Tiel A {\bf 27}, 1358-1362.}

\A{Mlitz R.}
\B{77}{Jacobson's density theorem in universal algebra.}{\CMSJB {\bf 17}, 331-340.}
\B{77a}{Moduli i radikaly universal'nykh algebr.}{\IV No.6, 77-85.}
\B{78}{Cyclic radicals in universal algebra.}{\AU {\bf 8}, 33-44.}
\B{?}{Kurosh--Amitsur-Radikale in der universalen Algebra.}{}

\A{Mochul'skij E.N.}
\B{61}{Pryamye razlozheniya v strukturakh I.}{\Izv {\bf 25}, 717-748.}
\B{62}{Pryamye razlozheniya v strukturakh II.}{\Izv {\bf 26}, 161-210.}
\B{68}{Izomorfizmy pryamykh razlozhenij v strukturakh.}{\Sib {\bf 9}, 1360-1385.}

\A{Moln\'ar J.}
\B{82}{Hereditary properties of algebras with respect to inductive limits.}{Acta Univ. Palack. Olom. {\bf 73}, 5-8.}

\A{Monjardet B.}
\B{85}{A use for frequently rediscovering a concept.}{Order {\bf 1}, 415-417.}
\B{90}{The consequences of Dilworth's work on lattices with unique irreducible decompositions.}{in: The Dilworth theorems. Birkh\"auser, Boston, 192-199.}

\A{Monk D.}
\B{62}{On pseudo-simple universal algebras.}{\PAMS {\bf 13}, 543-546.}
\B{70}{On equational classes of algebraic versions of logic I.}{\MS {\bf 27}, 53-71.}
\B{85}{On endomorphism bases.}{\AU {\bf 20}, 264-266.}
\B{02}{An atomless interval Boolean algebra $A$ such that $a(A)<t(A)$.}{\AU {\bf 47}, 495-500.}

\A{Monk G.}
\B{69}{Desargues' law and the representation of primary lattices.}{\PJM {\bf 30}, 175-186.}

\A{Monk J.D.}
\B{64}{On representable relation algebras.}{Michigan Math. J. {\bf 11}, 207-210.}
\B{65}{General algebra.}{Lecture Notes, University of Colorado.}
\B{75}{Some cardinal functions on algebras.}{\AU {\bf 5}, 76-81.}
\B{75a}{Some cardinal functions on algebras II.}{\AU {\bf 5}, 361-366.}
\B{83}{Independence in Boolean algebras.}{\PMH {\bf 14}, 269-308.}

\A{Monk J.D., Solovay R.M.}
\B{72}{On the number of complete Boolean algebras.}{\AU {\bf 2}, 365-368.}

\A{Montagna F.}
\B{74}{Sulle classi quasi ideali.}{Boll. Una. Mat. Ital. {\bf 10}, 85-97.}
\B{83}{The well-founded algebras.}{\AU {\bf 16}, 38-46.}
\B{05}{Subreducts of MV-algebras with product and product residuation.}{\AU {\bf 53}, 109-137.}

\A{Montagna F., Sebastiani V.}
\B{01}{Equational fragments of systems for arithmetic.}{\AU {\bf 46}, 417-441.}

\A{Monteiro A.}
\B{47}{Sur l'arithm\'etique des filtres premiers.}{\CR {\bf 225}, 846-848.}
\B{55}{Axiomes ind\'ependants pour les alg\`ebres de Brower.}{Rev. Un. Mat. Argentina {\bf 17}, 149-160.}

\A{Monteiro L.}
\B{78}{Alg\`ebres de Boole monadiques libres.}{\AU {\bf 8}, 374-380.}

\A{Moon J.W.}
\B{72}{Embedding tournaments in simple tournaments.}{Discrete Math. {\bf 2}, 389--395.}

\A{Moore H.G.}
\B{70}{Free algebra structure: Categorical algebras.}{\BAuMS {\bf 3}, 207-215.}

\A{Moore H.G., Yaqub A.}
\B{69}{An existence theorem for semi-primal algebras.}{Ann. Scuola Norm. Sup. Pisa {\bf 22}, 559-570.}
\B{69a}{On the structure of certain free algebras.}{Math. Japon. {\bf 14}, 105-110.}

\A{Moors R.}
\B{74}{A propos des th\'eories de Galois finies et infinies.}{\CM {\bf 31}, 161-164.}

\A{Morel A.C.}
\B{73}{Algebras with a maximal C-dependence property.}{\AU {\bf 3}, 160-173.}
\B{77}{Some remarks on groupoids - locally cyclic, locally finite, and J\'onsson.}{\CMSJB {\bf 29}, 525-529.}

\A{Moresi R.}
\B{86}{Modular lattices and Hermitean forms.}{\AU {\bf 22}, 279-297.}

\A{Morgado J.}
\B{66}{Entropic groupoids and abelian Groups.}{Gaz. Mat. {\bf 27}, 8-10.}
\B{67}{A theorem on entropic groupoids.}{Port. Mat. {\bf 26}, 449-452.}

\A{Mori R., Nakamoto A.}
\B{05}{Diagonal flips in Hamiltonian triangulations on the projective plane.}{\DM {\bf 303}, 142-153.}

\A{Morley M.}
\B{65}{Categoricity in power.}{\TAMS {\bf 114}, 514-538.}
\B{65a}{Omitting classes of elements.}{\TM, 265-273.}

\A{Morley M.D., Vaught R.L.}
\B{62}{Homogeneous universal models.}{\MS {\bf 11}, 37-57.}

\A{Morse M., Hedlund G.A.}
\B{38}{Symbolic dynamics.}{Amer. J. Math. {\bf 60}, 815-866.}

\A{Mostowski A.}
\B{52}{On direct products of theories.}{\JSL {\bf 17}, 1-31.}

\A{Mostowski A., Tarski A.}
\B{39}{Boolesche Ringe mit geordneter Basis.}{\FM {\bf 32}, 69-86.}
\B{49}{Arithmetical classes and types of well ordered systems.}{\BAMS {\bf 55}, 65 (corrections: 1192).}

\A{Movsisyan Yu.M.}
\B{73}{Obobshchennye tozhdestva distributivnosti nenulevogo ranga.}{Uch. zap. Erevan. un-t. Estestv. n. No.3(124), 11-16.}
\B{74}{Biprimitive classes of second degree algebras.}{(Russian) Mat. Issled. {\bf 9/1}, 70-82.}
\B{76}{K teorii gomomorfizmov universal'nykh algebr.}{DAN ArmSSR {\bf 62}, 214-221.}
\B{78}{Gruppoidy, yavlyayushchiesya ob''edineniyami grupp.}{DAN ArmSSR {\bf 67}, 203-207.}
\B{83}{Uravnoveshennye sverkhtozhdestva dliny tri.}{DAN ArmSSR {\bf 76}, 55-60.}
\B{84}{Teorema Alberta v kategorii binarnykh algebr.}{DAN ArmSSR {\bf 78}, 3-7.}
\B{84a}{O mnogoobraziyakh algebr, opredelennykh nekotorymi sverkhtozhdestvami.}{DAN ArmSSR {\bf 78}, 53-56.}

\A{Mukaidono M.}
\B{81}{A set of independent and complete axioms for a fuzzy algebra (Kleene algebra).}{11-th Proceedings of the International Symposium on Multiple-valued Logic, Norman, Oklahoma, 27-34.}
\B{82}{New canonical forms and their applications to enumerating fuzzy switching functions.}{ 12-th Proceedings of the International Symposium on Multiple-valued Logic, Paris, 275-279.}

\A{M\"uller V., Ne\v set\v ril J., Pelant J.}
\B{75}{Either tournaments or graphs?}{Discrete Math. {\bf 11}, 37-66.}

\A{Mundici D.}
\B{79}{Robinson consistency theorem in soft model theory.}{Accademia Naz. dei Lincei Serie 8, vol.67, 383-386.}
\B{80}{Natural limitations of algorithmic procedures in logic.}{Accad. Naz. dei Lincei Serie 8, Vol.69, 101-105.}
\B{80a}{An algebraic result about soft model theoretical equivalence relations with an application to H. Friedman's fourth problem.}{\JSL {\bf 45}, 330-337.}
\B{81}{Ergodic undefinability in set theory and recursion theory.}{\PAMS {\bf 82}, 107-111.}
\B{81a}{Robinson's consistency theorem in soft model theory.}{\TAMS {\bf 263}, 231-241.}
\B{81b}{A group-theoretic invariant for elementary equivalence and its role in representations of elementary classes.}{Studia Logica {\bf 40}, 253-267.}
\B{82}{Duality between logics and equivalence relations.}{\TAMS {\bf 270}, 111-129.}
\B{?1}{Embeddings, amalgamation and elementary equivalence.}{}
\B{?2}{Compactness, interpolation and Friedman's third problem.}{}
\B{?3}{Compactness = JEP in any logic.}{\FM}

\A{Munn W.D.}
\B{70}{Fundamental inverse semigroups.}{Quart. J. Math. Oxford {\bf 21}, 157-170.}

\A{Mura R.B., Rhemtulla A.H.}
\B{78}{Subdirect product of $O^*$ groups.}{\AU {\bf 8}, 23-27.}

\A{Murata K.}
\B{78}{On lattice ideals in a conditionally complete lattice-ordered semigroup.}{\AU {\bf 8}, 111-121.}
\B{83}{A divisor theory and integrally closed orders.}{\AU {\bf 16}, 167-177.}

\A{Muratkhudzhaev S.}
\B{76}{Gruppy regulyarnykh podstanovok i yadra n-kvazigrupp.}{\SiK 128-144.}
\B{76a}{Gruppy regulyarnykh podstanovok v TS-n-kvazigruppe.}{\BASM No.2, 27-32.}
\B{81}{Yadra v n-kvazigruppakh.}{In-t mat. VC AN MSSR. Kishinev, 46pp.}

\A{Murdoch D.C.}
\B{39}{Quasigroups which satisfy certain generalized associative laws.}{Amer. J. Math. {\bf 61}, 509-522.}
\B{41}{Structure of abelian quasigroups.}{\TAMS {\bf 49}, 392-409.}
\B{41a}{Note on normality in quasigroups.}{\BAMS {\bf 47}, 134-138.}

\A{Murskij V.L.}
\B{65}{Sushchestvovanie v trekhznachnoj logike zamknutogo klassa s konechnym bazisom, ne imeyushchego konechnogo polnogo mnozhestva tozhdestv.}{DAN SSSR {\bf 163}, 815-818.}
\B{68}{Neskol'ko primerov mnogoobrazij polugrupp.}{Matem. zametki {\bf 3}, 663-670.}
\B{71}{Neraspoznavaemye svojstva konechnykh sistem tozhdestvennykh sootnoshenij.}{DAN SSSR {\bf 196}, 520-522.}
\B{75}{Konechnaya baziruemost' tozhdestv i drugie svojstva "pochti vsekh" konechnykh algebr.}{Problemy Kibernet. {\bf 30}, 43-56.}
\B{79}{O chisle k-elementnykh algebr s odnoj binarnoj operaciej bez konechnogo bazisa tozhdestv.}{Problemy Kibernet. {\bf 35}, 5-27.}
\B{87}{On the fraction of closed classes without a finite basis of identities.}{Soviet Math. Dokl. {\bf 35}, 407-410.}

\A{Murty P.V.R., Rao V.V.R.}
\B{74}{Characterization of certain classes of pseudo complemented semi-lattices.}{\AU {\bf 4}, 289-300.}

\A{Mustafin T.G., Tajmanov A.D.}
\B{70}{Sch\"etnye modeli $\aleph_1$-kategorichnykh, no ne $\aleph_0$-kategorichnykh teorij.}{\AiL {\bf 9/5}, 559-565.}

\A{Musti R., Buttafuoco E.}
\B{56}{Sui subreticoli distributtivi dei reticoli modulari.}{Boll. Un. Mat. Ital. {\bf 11}, 584-587.}

\A{Muzio J.C.}
\B{71}{A decision process for 3-valued Sheffer functions II.}{\ZMLG {\bf 17}, 97-114.}

\A{Mycielski J.}
\B{57}{A characterization of arithmetical classes.}{\BAPS {\bf 5}, 1025-1027.}
\B{64}{Independent sets in topological algebras.}{\FM {\bf 55}, 139-147.}
\B{64a}{Some compactifications of general algebras.}{\CM {\bf 13}, 1-9.}
\B{65}{On unions of denumerable models.}{\AiL {\bf 4/4}, 57-58.}
\B{77}{A lattice of interpretability types of theories.}{\JSL {\bf 42}, 297-305.}
\B{77a}{Can one solve equations in groups?}{\AMM {\bf 84}, 723-726.}
\B{78}{Equations unsolvable in $GL_2(C)$ and related problems.}{\AMM {\bf 85}, 263-265.}

\A{Mycielski J., Ryll-Nardzewski C.}
\B{68}{Equationally compact algebras II.}{\FM {\bf 61}, 271-281.}

\A{Mycielski J., Taylor W.}
\B{76}{A compactification of the algebra of terms.}{\AU {\bf 6}, 159-163.}
\B{86}{Remarks and problems on a lattice of equational chapters.}{\AU {\bf 23}, 24-31.}

\A{Myers D.}
\B{74}{The back-and-forth isomorphism construction.}{\PJM {\bf 55}, 521-529.}

\A{Myung H.C.}
\B{75}{Conditions for alternative rings to be Boolean.}{\AU {\bf 5}, 337-339.}

\A{Nachbin L.}
\B{47}{Une propri\'et\'e charact\'eristique des alg\`ebres bool\'eiennes.}{Portugal. Math. {\bf 6}, 115-118.}
\B{49}{On a characterization of the lattice of all ideals of a Boolean ring.}{\FM {\bf 36}, 137-142.}

\A{Nadiu Ch.}
\B{80}{Not\u a asupra bucleror Moufang formale comutative.}{Stud. \c si cerc. mat. {\bf 32}, 193-207.}

\A{Naik N., Swamy B.L.N.}
\B{80}{Ideal theory in lattice ordered commutative Moufang loops.}{Math. Semin. Notes Kobe Univ. {\bf 8}, 443-453.}

\A{Naik N., Swamy B.L.N., Misra S.S.}
\B{80}{Lattice ordered commutative loops.}{Math. Semin. Notes Kobe Univ. {\bf 8}, 57-71.}

\A{Nakano H.}
\B{50}{Modulared semi-ordered linear spaces.}{Marazen, Tokyo.}

\A{Nakano Y.}
\B{71}{An application of A. Robinson's proof of the completeness theorem.}{Proc. Japan Acad. {\bf 47}, suppl. II, 929-931.}

\A{Nakkar H. M., Anderson D.D.}
\B{88}{Associated and weakly associated prime elements and primary decomposition in lattice modules.}{\AU {\bf 25}, 196-209.}

\A{Narkiewicz W.}
\B{61}{Indepeendence in a certain class of abstract algebras.}{\FM {\bf 50} (1961/62), 333-340.}
\B{63}{A note on $v^\ast$-algebras.}{\FM {\bf 52}, 289-290.}
\B{64}{On a certain class of abstract algebras.}{\FM {\bf 54}, 115-124. (Corrections: \FM {\bf 58} (1966), 111.).}
\B{66}{Remarks on abstract algebras having bases with different number of elements.}{\CM {\bf 15}, 11-17.}

\A{Natale E.}
\B{80}{n-quasigruppi mediali idempotenti commutativi.}{Rend. Acad. sci. fis. e mat. Soc. naz. sci. lett. e arti Napoli {\bf 46}, 221-229.}

\A{Nation J.B.}
\B{73}{Varieties whose congruences satisfy lattice identities.}{Ph.D. Thesis, California Institute of Technology, Pasadena.}
\B{74}{Varieties whose congruences satisfy lattice identities.}{\AU {\bf 4}, 78-88.}
\B{74a}{Congruence lattices of relatively free unary algebras.}{\AU {\bf 4}, 132.}
\B{76}{Extending partial lattices within a variety.}{\AU {\bf 6}, 87-90.}
\B{82}{Finite sublattices of a free lattice.}{\TAMS {\bf 269}, 311-337.}
\B{82a}{Bounded finite lattices.}{\CMSJB {\bf 29}, 531-533.}
\B{84}{On partially ordered sets embeddable in a free lattice.}{\AU {\bf 18}, 327-333.}
\B{85}{Some varieties of semidistributive lattices.}{\LNM {\bf 1149}, 198-223.}
\B{86}{Lattice varieties covering $V(L_1)$.}{\AU {\bf 23}, 132-166.}
\B{90}{Ideal and filter constructions in lattice varieties.}{in: The Dilworth Theorems, Selected Papers of Robert P. Dilworth, Birkh\"auser, Basel, 451-453.}
\B{90a}{An approach to lattice varieties of finite height.}{\AU {\bf 27}, 521-543.}
\B{90b}{The order dimension of relatively free lattices.}{Order {\bf 7}, 97-99.}
\B{90c}{Notes on lattice theory.}{(scriptum)}
\B{94}{J\'onsson's contributions to lattice theory.}{\AU {\bf 31}, 430-445.}
\B{95}{Alan Day's doubling construction.}{\AU {\bf 34}, 24-34.}
\B{96}{A counterexample to the finite height conjecture.}{Order {\bf 13}, 1-9.}
\B{00}{Unbounded semidistributive lattices.}{\AiL {\bf 39}, 87-92.}
\B{?1}{The order dimension of a free lattice.}{}
\B{?2}{What I did on my Australian vacation.}{}
\B{?3}{Notes on finite linear projective planes.}{}
\B{?4}{Extending partial projective planes.}{}
\B{?5}{Minimal big lattices.}{Draft}
\B{04}{Closure operators and lattice extensions.}{Order {\bf 21}, 43-48.}
\B{?6}{How aliens do math.}{Preprint}

\A{Nation J.B., Gaskill H.}
\B{81}{Join-prime elements in semidistributive lattices.}{\AU {\bf 12}, 352-359.}

\A{Nation J.B., Pickering D.A.}
\B{87}{Arguesian lattices whose skeleton is a chain.}{\AU {\bf 24}, 91-100.}

\A{Nation J.B., Pickering D.A., Schmerl J.H.}
\B{88}{Dimension may exceed width.}{Order {\bf 5}, 21-22.}
\B{88a}{The dimension of a poset may exceed its width.}{Order {\bf 5}, 21-22.}
\B{89}{Corrigendum: "Dimension may exceed width".}{Order {\bf 6}, 203.}

\A{Nation J.B., Pogel A.}
\B{97}{The lattice of completions of an ordered set.}{Order {\bf 14}, 1-7.}

\A{Nation J.B., Schmerl J.H.}
\B{90}{The order dimension of relatively free lattices.}{Order {\bf 7}, 97-99.}

\A{Naturman C., Rose H.}
\B{?}{Elementary equivalent pairs of algebras associated with sets.}{}

\A{Nazyrova Yu.A.}
\B{01}{O slojno proektivnykh reshetkakh maloj geometricheskoj razmernosti.}{\IV {\bf 9}, 43--47.}

\A{Negri S., Plato J.von}
\B{02}{Permutability of rules in lattice theory.}{\AU {\bf 48}, 473-477.}

\A{Nelson E.}
\B{67}{Finiteness of semigroups of operators in universal algebra.}{\CanJM {\bf 19}, 764-768.}
\B{71}{The lattice of equational classes of semigroups with zero.}{\CanMB {\bf 14}, 531-535.}
\B{71a}{The lattice of equational classes of commutative semigroups.}{\CanJM {\bf 23}, 875-895.}
\B{74}{The embedding of a distributive lattice into its ideal lattice is pure.}{\AU {\bf 4}, 135-140.}
\B{74a}{Infinitary equational compactness.}{\AU {\bf 4}, 1-13.}
\B{74b}{Not every equational class of infinitary algebras contains a simple algebra.}{\CM {\bf 30}, 27-30.}
\B{74c}{The independence of the subalgebra lattice, congruence lattice, and automorphism group of an infinitary algebra.}{Manuscript.}
\B{75}{Some functorial aspects of atomic compactness.}{\AU {\bf 5}, 367-378.}
\B{75a}{On the adjointness between operations and relations and its impact on atomic compactness.}{\CM {\bf 33}, 33-40.}
\B{75b}{Semilattices do not have equationally compact hulls.}{\CM {\bf 34}, 1-5.}
\B{75c}{Injectivity and equational compactness in the class of $\aleph_1$-semilattices.}{\CanMB {\bf 18}, 387-392.}
\B{76}{Galois connections as left adjoint maps.}{\CMUC {\bf 17}, 523-541.}
\B{77}{Classes defined by implications.}{\AU {\bf 7}, 405-407.}
\B{77a}{Algebras of continuous functions in universal algebra.}{General topology and its relations to modern analysis and algebra, Proc. Fourth Prague Topological Sympos., 331-332.}
\B{78}{Filtered products of congruences.}{\AU {\bf 8}, 266-268.}
\B{79}{Categorical and topological aspects of formal languages.}{Math. Systems theory {\bf 13}, 255-273.}
\B{80}{An elementary proof that there are no non-trival injective lattices.}{\AU {\bf 10}, 264-265.}
\B{80a}{The independence of the subalgebra lattice, congruence lattice and automorphism group of an finitary algebra.}{J. Pure Appl. Algebra {\bf 17}, 187-201.}
\B{81}{On exponentiating exponentiation.}{J. Pure Appl. Algebra {\bf 20}, 79-91.}
\B{81a}{Z-continuous algebras.}{Continuous lattices (Bremen,1979), \LNM {\bf 871}, 315-334.}
\B{83}{Iterative algebras.}{Theoret. Comput. Sci. {\bf 25}, 67-94.}

\A{Nelson O.T.,Jr.}
\B{68}{Subdirect decompositions of lattices of width two.}{\PJM {\bf 24}, 519-523.}

\A{Nelson T.T.}
\B{64}{A general theory of mediality in groupoids.}{Doct. diss., Berkeley, 53pp.; Dissert. Abstrs. 1965, 25, 5973.}

\A{N\v emec P.}
\B{75}{A note on STC-groupoids.}{\v Cas. pjoinst. mat. {\bf 100}, 61-70.}
\B{76}{Vpolne prostye n-gruppoidy i n-kvazigruppy.}{\SiK 145-151.}

\A{N\v emec P., Kepka T.}
\B{71}{T-quasigroups I.}{\AUC {\bf 12/1}, 39-49.}

\A{Nemeti I.}
\B{76}{On a property of the category of partial algebras.}{Cl \& CL-Comput. Linguist. Comput. Lang. {\bf 11}, 5-10.}
\B{78}{From hereditary classes to varieties in abstract model theory and partial algebra.}{Beitrage zur Algebra und Geometrie,7, Wiss. Beitr. Martin-Luther-Univ. Halle-Wittenberg M 11, 69-78.}
\B{81}{Dynamic algebras of programs.}{Fundamentals of computation theory (Szeged,1981), Lecture Notes in Comput. Sci. {\bf 117}, 281-290.}
\B{82}{Every free algebra in the variety generated by the representable dynamic algebras is separable and representable.}{Theoret. Comput. Sci. {\bf 17}, 343-347.}

\A{N\'emeti I., Sain I.}
\B{?}{Cone-implicational subcategories and some Birkhoff-type theorems.}{\CMSJB {\bf 29}.}

\A{Nemitz W. C.}
\B{65}{Implicative semi-lattices.}{\TAMS {\bf 117}, 128-142.}

\A{Nemitz W., Whaley T.}
\B{71}{Varieties of implicative semilattices I.}{\PJM {\bf 37}, 759-769.}

\A{Nerode A.}
\B{59}{Composita, equations, and freely generated algebras.}{\TAMS {\bf 91}, 139-151.}
\B{59a}{Some Stone spaces and recursion theory.}{Duke Math. J. {\bf 26}, 397-406.}

\A{Ne\v set\v ril J.}
\B{70}{Graphs with small asymmetries.}{\CMUC {\bf 11}, 403-419.}

\A{Ne\v set\v ril J., Pultr A.}
\B{71}{Representing monoids by mappings preserving equivalences.}{\AU {\bf 1}, 155-162.}

\A{Ne\v set\v ril J., R\"odl V.}
\B{76}{Partitions of vertices.}{\CMUC {\bf 17}, 85-95.}
\B{76a}{Partition (Ramsey) theory - a survey.}{\CMSJB {\bf 18}, 759-792.}

\A{Neumaier A.}
\B{79}{On transitive commutative idempotent quasigroups.}{\JAuMS A {\bf 27}, 411-429.}

\A{Neumann B.H.}
\B{37}{Identical relations in groups I.}{Math. Ann. {\bf 14}, 506-525.}
\B{52}{A note on algebraically closed groups.}{\JLMS {\bf 27}, 247-249.}
\B{54}{An embedding theorem for algebraic systems.}{\PLMS {\bf 4}, 138-153.}
\B{54a}{An essay on free products of groups with amalgamation.}{Philos. Trans. Roy. Soc. London Ser.A {\bf 246}, 503-554.}
\B{62}{Universal algebra.}{Lecture Notes. Courant Inst. of Math. Sci. New York University.}
\B{62a}{Special topics in algebra: universal algebra.}{Courant Inst. of Math. Sci., New York Univ.}
\B{67}{On a problem of G. Gratzer.}{Publ. Math. Debrecen {\bf 14}, 325-329.}
\B{70}{Properties of countable character.}{Actes congr\`es Intern. Math. {\bf 1}, 293-296.}

\A{Neumann B.H., Neumann H.}
\B{52}{Extending partial endomorphisms of groups.}{\PLMS {\bf 2}, 337-348.}

\A{Neumann B.H., Wiegold E.C.}
\B{66}{A semigroup representation of varieties of algebras.}{\CM {\bf 14}, 111-114.}

\A{Neumann H.}
\B{67}{Varieties of groups.}{Springer-Verlag.}

\A{Neumann J.von}
\B{36}{Lectures on continuous geometries.}{Institute of Advanced Studies, Princeton, N.J.}
\B{60}{Continuous geometry.}{Princeton Mathematical Series, No. 25. Princeton Univ. Press, Princeton, N.J.}

\A{Neumann K.}
\B{80}{Semilattice decompositions, semilattice functions and some varieties of semigroups.}{Martin-Luther-Univ., Preprint Nr.40.}

\A{Neumann P.M.}
\B{70}{The inequality of SQPS and QSP as operators on classes of groups.}{\BAMS {\bf 76}, 1067-1069.}

\A{Neumann P.M., Wiegold J.}
\B{64}{Schreier varieties of groups.}{Math. Z. {\bf 85}, 392-400.}

\A{Neumann W.D.}
\B{69}{On cardinalities of free algebras and ranks of operations.}{\AM {\bf 20}, 132-133.}
\B{70}{Representing varieties of algebras by algebras.}{\JAuMS {\bf 11}, 1-8.}
\B{74}{On Mal'cev conditions.}{\JAuMS {\bf 17}, 376-384.}
\B{78}{Mal'cev conditions, spectra and Kronecker product.}{\JAuMS {\bf 25}, 103-117.}

\A{Neuworth L.P.}
\B{65}{Knot groups.}{Princeton Univ. Press, Princeton, N.J.}

\A{Nevermann P.}
\B{83}{A note on axiomatizable order varieties.}{\AU {\bf 17}, 129-131.}

\A{Newman M.F., Sichler J.}
\B{73}{Free products of Hopf groups.}{Math. Z. {\bf 135}, 69-72.}

\A{Newman M.H.A.}
\B{41}{A characterization of Boolean lattices and rings.}{\JLMS {\bf 16}, 256-272.}
\B{42}{On theories with a combinatorial definition of equivalence.}{Math. Ann. {\bf 43}, 223-243.}

\A{Newrly N.}
\B{89}{Lattices of equational theories are congruence lattices of monoids with one additional unary operation.}{TU Darmstadt, Preprint Nr. 1235.}
\B{?1}{Remarks on wellbehaved algebras.}{}
\B{?2}{Equational density of clones of polynomial functions.}{}

\A{Ng S.L.}
\B{04}{A characterisation of posets that are nearly antichains.}{Order {\bf 21}, 1-5.}

\A{Niederle A.}
\B{98}{On automorphism groups of planar lattices.}{Math. Bohemica {\bf 123}, 113-136.}

\A{Niederreiter Harald, Robinson K.H.}
\B{81}{Bol loops of order pq.}{Math. Proc. Cambridge Phil. Soc. {\bf 89}, 241-256.}

\A{Nies A.}
\B{96}{Undecidable fragments of elementary theories.}{\AU {\bf 35}, 8-33.}
\B{03}{Separating classes of groups by first-order sentences.}{\IJAC {\bf 13}, 287-302.}

\A{Nishigori N.}
\B{63}{On loop extensions of groups and M-cohomology groups.}{J. Sci. Hiroshima Univ. Ser.A, Div.1, {\bf 27/2}, 151-165.}
\B{65}{On loop extensions of groups and M-cohomology groups II.}{J. Sci. Hiroshima Univ., Ser.A, Div.1, {\bf 29/1}, 17-27.}

\A{Nishimira I.}
\B{60}{On formulas of one variable in intuitionistic propositional calculus.}{\JSL {\bf 25}, 327-331.}

\A{Nitka W.}
\B{61}{Self-dependent elements in abstract algebras.}{\CM {\bf 8}, 15-17.}

\A{N\"obauer W.}
\B{62}{\"Uber die Einfachheit von Funktionenalgebren.}{Monatsh. Math. {\bf 66}, 441-452.}
\B{63}{\"Uber die Darstellung von universellen Algebren durch Funktionenalgebren.}{Publ. Math. Debrecen {\bf 10}, 151-154.}
\B{64}{Transformation von Teilalgebren und Kongruenzrelationen in allgemeinen Algebren.}{\JR {\bf 214/215}, 412-418.}
\B{73}{Polynome und algebraische Gleichungen \"uber universalen Algebren.}{Jahresbericht. Deutsch. Math.-Verein. {\bf 75}, 101-113.}
\B{75}{Uber die Automorphismen von Kompositionsalgebren.}{\AH {\bf 26}, 275-278.}
\B{76}{\"Uber die affin vollst\"andigen, endlich erzeugbaren Moduln.}{Monatsh. Math. {\bf 82}, 187-198.}

\A{N\"obauer W., Philipp W.}
\B{64}{Die Einfachheit der mehrdimensionalen Funktionenalgebren.}{\AM {\bf 15}, 1-5.}

\A{Noether E.}
\B{26}{Abstrakter Aufbau der Idealtheorie in algebraischen Zahl- und Funktionenk\"orpern.}{Math. Ann. {\bf 96}, 26-61.}

\A{Nola A.di, Dvure\v censkij A., Jakub\'\i k J.}
\B{04}{Good and bad infinitesimals, and states on pseudo MV-algebras.}{Order {\bf 21}, 293-314.}

\A{Nola A.di, Esposito I., Gerla B.}
\B{07}{Local algebras in the representation of MV-algebras.}{\AU {\bf 56}, 133-164.}

\A{Nolin L.}
\B{57}{Sur les classes d'alg\`ebres \'equationelles et les th\'eor\`emes de repr\'esentation.}{\CR {\bf 244}, 1862-1863.}

\A{Nordahl T.E.}
\B{78}{Cancellation in equationally compact semigroups.}{\AU {\bf 8}, 393-394.}
\B{88}{On permutative semigroup algebras.}{\AU {\bf 25}, 322-333.}

\A{Norton D.A., Stein S.K.}
\B{56}{Cycles in algebraic systems.}{\PAMS {\bf 7}, 999-1004.}

\A{Novikov P.S.}
\B{55}{Ob algoritmicheskoj nerazreshimosti problemy tozhdestva slov v teorii grupp.}{Trudy Mat. Inst. im. V. A. Steklova {\bf 44}, 1-43, Moskva.}

\A{Nov\'ak V.}
\B{98}{Some cardinal characteristics of ordered sets.}{\CMJ {\bf 48}, 135-144.}

\A{Novotn\'y M.}
\B{96}{Construction of all homomorphisms of mono-n-ary algebras.}{\CMJ {\bf 46}, 331-333.}
\B{03}{On some constructions of algebraic objects.}{\CMJ {\bf 56}, 389-402.}

\A{Numakura H.}
\B{52}{On bicompact semigroups.}{Math. J. Okayama Univ. {\bf 1}, 99-108.}

\A{Nurakunov A.M.}
\B{90}{Characterization of relatively distributive quasivarieties of algebras.}{Algebra i logika {\bf 29}, 696-708.}
\B{01}{Quasi-identities of congruence-distributive quasivarieties of algebras.}{Siberian Math. J. {\bf 42}, 108-118.}
\B{01a}{Finite lattices as lattices of relative congruences of finite unars and Abelian groups.}{Algebra and Logic {\bf 40}, 303-308.}
\B{?}{Equational theories as congruences of enriched monoids.}{Preprint}

\A{Nurakunov A.M., Stronkowski M.M.}
\B{07}{Quasivarieties with definable relative principal subcongruences.}{}

\A{Oates MacDonald Sheila}
\B{73}{Laws in finite strictly simple groups.}{\BAuMS {\bf 9}, 349-354.}
\B{73a}{Various varieties.}{\JAuMS {\bf 16}, 363-367.}
\B{77}{Sum-free sets in loops.}{\LNM {\bf 622}, 141-147.}

\A{Oates-Williams S.}
\B{80}{Murskij's algebra does not satisfy min.}{\BAuMS {\bf 22}, 199-203.}
\B{81}{Graphs and universal algebras.}{Combinatorial Mathematics VIII, \LNM {\bf 884}.}
\B{88}{Ramsey varieties of finite groups.}{Europ. J. Combinatorics {\bf 9}, 369-373.}

\A{Oates-Williams S., Vaughan-Lee M.}
\B{78}{Varieties that make one Cross.}{\JAuMS {\bf 26}, 368-382.}

\A{Oates-Williams S., Powell M.B.}
\B{64}{Identical relations in finite groups.}{\JA {\bf 1}, 11-39.}

\A{Oberschelp A.}
\B{58}{\"Uber die Axiome produkt-abgeschlossener arithmetischer Klassen.}{\AMLG {\bf 4}, 95-123.}
\B{60}{\"Uber die Axiome arithmetischer Klassen mit Abgeschlossenheitsbedingungen.}{\AMLG {\bf 5}, 26-36.}

\A{Odincov V.A.}
\B{88}{Kongruencii na reshetkakh intervalov.}{\ASiM 104-113.}

\A{O'Donnell M.J.}
\B{77}{Computing in systems described by equations.}{\LNCS {\bf 58}.}

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\B{83}{Undecidable questions of Thue systems.}{Theoret. Comp. Sci. {\bf 23}, 339--345.}

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\B{49}{On a theorem in lattice theory.}{J. Sci. Hiroshima Univ. Ser. A {\bf 14}, 13.}

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\B{66}{Ultrapowers in categories.}{Yokohama Math. J. {\bf 14}, 17-37.}

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\B{02}{A term rewriting characterization of the functions computable in polynomial space.}{Arch. Math. Logic {\bf 41}, 35-47.}

\A{Okada M., Terui K.}
\B{99}{The finite model property for various fragments of intuitionistic linear logic.}{\JSL {\bf 64}, 790-802.}

\A{O'Keefe E.S.}
\B{60}{On the independence of primal algebras.}{Math. Z. {\bf 73}, 79-94.}
\B{61}{Primal clusters of two-element algebras.}{\PJM {\bf 11}, 1505-1510.}
\B{64}{Independence in the small among universal algebras.}{Math. Ann. {\bf 154}, 273-284.}

\A{Olin Ph.}
\B{72}{$\aleph_0$-categoricity of two-sorted structures.}{\AU {\bf 2}, 262-269.}
\B{75}{Correction to the paper: "$\aleph_0$-categoricity of two-sorted structures.}{\AU {\bf 5}, 446.}
\B{76}{Homomorphisms of elementary types of Boolean algebras.}{\AU {\bf 6}, 259-260.}
\B{76a}{Elementary properties of free products.}{Notices AMS {\bf 23}, 735-E1.}
\B{77}{Elementary properties of distributive lattice free products.}{\HJM {\bf 3}, 147-259.}

\A{Oliveira A.}
\B{98}{Order-independence algebras.}{\AU {\bf 39}, 171-196.}

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\B{69}{Varieties of finitely approximable Gs.}{(Russian) \Izv {\bf 33}, 915-927.}
\B{74}{Conditional identities in finite groups.}{(Russian) \Sib {\bf 15}, 1409-1413.}

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\B{90}{Structural rules and a logical hierarchy.}{Mathematical Logic, Plenum, New York, 95-104.}
\B{03}{Substructural logics and residuated lattices - an introduction.}{Trends in Logic {\bf 20}, Kluwer Academic Publishers, 177-212.}

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\B{85}{Logics without the contraction rule.}{\JSL {\bf 50}, 169-201.}

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\B{70}{Levodistributivnye kvazigruppy, odnorodnye sleva nad kvazigruppoj.}{\BASM No.2, 24-31.}
\B{80}{Reshenie odnoj zadachi po inversnym lupam.}{Obshch. algebra i diskretn. geometriya. Mat. nauki. Kishinev, 53-58.}
\B{83}{O levodistributivnykh kvazigruppakh Stejna.}{Issled. po sovrem. algebre i geom., 94-107.}

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\B{35}{On the foundations of abstract algebra I.}{Ann. Math. {\bf 36}, 406-437.}
\B{36}{On the foundations of abstract algebra II.}{Ann. Math. {\bf 37}, 265-292.}
\B{36a}{On the decomposition theorems of algebra.}{C. R. Congress Internat. Math., Oslo, 297-307.}
\B{37}{Structures and group theory I.}{Duke Math. J. {\bf 3}, 149-173.}
\B{38}{Structures and group theory II.}{Duke Math. J. {\bf 4}, 247-269.}
\B{40}{Remarks on structures and group relations.}{Vierteljschr. Naturforsch. Ges. Z\"urich, 85 Beiblatt (Festschrift Rudolf Fueter), 1-4.}
\B{42}{Theory of equivalence relations.}{Duke Math. J. {\bf 9}, 573-627.}
\B{43}{Chains in partially ordered sets.}{\BAMS {\bf 49}, 558-566.}
\B{44}{Galois connexions.}{\TAMS {\bf 55}, 493-513.}
\B{51}{Some remarks on commutators.}{\PAMS {\bf 2}, 307-314.}

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\B{86}{Barycentre algebras.}{\BAPS {\bf 34}, 417-422.}

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\B{58}{A theorem on A-loops.}{\PAMS {\bf 9}, 347-349.}
\B{60}{Loops with the weak inverse property.}{\PJM {\bf 10}, 295-304.}
\B{61}{Vector loops.}{Illinois J. Math. {\bf 5}, 565-584.}
\B{61a}{New loops from old geometries.}{\AMM {\bf 68}, 103-107.}
\B{72}{Varieties of algebras.}{Adv. Math. {\bf 8}, 163-369.}

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\B{66}{Baryzentrisches Kalk\"ul als axiomatische Grundlage der affinen Geometrie.}{\JR {\bf 224}, 44-57.}

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\B{63}{Planar loops as direct sums.}{\AM {\bf 14}, 369-372.}

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\B{87}{Deciding algebraic properties of monoids presented by finite Church-Rosser Thue systems.}{In \Jou, 95-106.}

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\B{96}{Small congruence distributive varieties: Retracts, injectives, equational compactness and amalgamation.}{Univ. of Cape Town, Preprint.}
\B{96a}{Filtral powers of structures.}{Univ. of Cape Town, Preprint.}
\B{99}{Lattice varieties with non-elementary amalgamation classes.}{\AU {\bf 41}, 317-336.}

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\B{68}{Topologically compact structures and positive formulas.}{\CM {\bf 19}, 37-42.}

\A{Padmanabhan R.}
\B{66}{On axioms for semilattices.}{\CanMB {\bf 9}, 357-358.}
\B{66a}{On some ternary relations in lattices.}{\CM {\bf 15}, 195-198.}
\B{68}{A note on Kalman's paper.}{Rev. Roumaine Math. Pures Appl. {\bf 13}, 1149-1152.}
\B{69}{Two identities for lattices.}{\PAMS {\bf 20}, 409-412.}
\B{69a}{Inverse loops as groupoids with one law.}{\JLMS {\bf 1}, 203-206.}
\B{69b}{Regular identities in lattices.}{(Abstracts) Notices AMS {\bf 16}, 652, 969.}
\B{71}{Regular identities in lattices.}{\TAMS {\bf 158}, 179-188.}
\B{71a}{On identities defining lattices.}{\AU {\bf 1}, 359-361.}
\B{71b}{Characterization of a class of groupoids.}{\AU {\bf 1}, 374-382.}
\B{72}{Equational theory of idempotent algebras.}{\AU {\bf 2}, 57-61.}
\B{72a}{On identities defining lattices.}{\AU {\bf 1}, 359-361.}
\B{74}{On M-symmetric lattices.}{\CanMB {\bf 17}, 85-86.}
\B{74a}{A minimal selfdual equational basis for Boolean algebras.}{Abstract. Notices AMS {\bf 21}, A-368.}
\B{75}{Two results on uniquely complemented lattices.}{Proceedings of the Lattice Theory Conference (Ulm,1975), 146-147.}
\B{76}{Equational theory of algebras with a majority polynomial.}{(Abstract) Notices AMS {\bf 23}, A-392.}
\B{77}{Equational theory of algebras with a majority polynomial.}{\AU {\bf 7}, 273-275.}
\B{81}{A first order proof of a theorem of Frink.}{\AU {\bf 13}, 397-400.}
\B{82}{Logic of equality in geometry.}{Algebraic and geometric combinatorics {\bf 65}, 319-331}
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\B{82}{Bases of hyperidentities of lattices and semilattices.}{C. R. Math. Rep. Acad. Sci. Canada {\bf 4}, 9-14.}
\B{04}{Semilattice oparations generated by lattice terms.}{Order {\bf 21}, 257-263.}
\B{06}{An implication basis for linear forms.}{\AU {\bf 55}, 355-368.}

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\B{80}{Idempotent reducts of abelian groups.}{\AU {\bf 11}, 7-11.}

\A{Padmanabhan R., Quackenbush R.W.}
\B{73}{Equational theories of algebras with distributive congruences.}{\PAMS {\bf 41}, 373-377.}

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\B{81}{Equational theories with a minority polynomial.}{\PAMS {\bf 83}, 238-242.}

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\B{75}{Equationally complete varieties of generalized groups.}{\BAuMS {\bf 13}, 75-83.}

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\B{73}{The lattice of equational classes of m-semigroups.}{\AU {\bf 3}, 112-126.}

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\B{69}{Sui cloni di operazioni definite su un insieme di due elementi.}{Boll. Un. Mat. Ital. {\bf 2}, 632-638.}

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\B{83}{On generalized idempotents, l-dilations and contractions in f-rings.}{\AU {\bf 16}, 370-389.}

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\B{95}{Gentzen-style axiomatizations in equational logic.}{\AU {\bf 34}, 128-143.}

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\B{80}{Some remarks on BCK-algebras.}{Math. Seminar Notes Kobe Univ. {\bf 8}, 137-144.}
\B{81}{On ideal and congruence lattices of BCK-algebras.}{Math. Japon. {\bf 26}, 543-544.}

\A{P\'alfy P.P.}
\B{78}{On certain congruence lattices of finite unary algebras.}{\CMUC {\bf 19}, 89-94.}
\B{84}{Unary polynomials in algebras I.}{\AU {\bf 18}, 262-273.}
\B{84a}{Minimal clones.}{}
\B{86}{The arity of minimal clones.}{\AS {\bf 50}, 331-333.}
\B{?}{On Feit's examples of intervals in subgroup lattices.}{}

\A{P\'alfy P.P., Pudl\'ak P.}
\B{80}{Congruence lattices of finite algebras and intervals in subgroup lattices of finite groups.}{\AU {\bf 11}, 22-27.}

\A{P\'alfy P.P., Szab\'o L., Szendrei \'A.}
\B{81}{Algebras with doubly transitive automorphism groups.}{\CMSJB {\bf 28}, 521-535.}
\B{82}{Automorphism groups and functional completeness.}{\AU {\bf 15}, 385-400.}

\A{P\'alfy P.P., Szendrei \'A.}
\B{83}{Unary polynomials in algebras II.}{\CGA {\bf 2}, 273-290.}

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\B{72}{O polnykh kvazimnogoobraziyakh.}{\AiL {\bf 11}, 689-693.}
\B{72a}{Models with countable-categorical universal theories.}{\AiL {\bf 10}, 15-20.}
\B{73}{Categorical quasivarieties of arbitrary signature.}{(Russian) \Sib {\bf 14}, 1285-1303, 1367.}
\B{75}{Opisanie kategorichnykh kvazimnogoobrazij.}{\AiL {\bf 14/2}, 145-185.}
\B{76}{The description of categorical quasi-varieties.}{\AiL {\bf 14}, 86-111.}

\A{Pantovi\'c J., To\`si\'c R., Vojvodi\'c G.}
\B{97}{The cardinality of functionally complete algebras on a three element set.}{\AU {\bf 38}, 136-140.}

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\B{00}{On the cardinality of nonfinitely based functionally complete algebras.}{\AU {\bf 43}, 369-374.}

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\B{69}{When is a totally symmetric loop a group?}{\AMM {\bf 76}, 249-252.}

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\B{94}{Computational complexity.}{Addison-Wesley, Reading, MA.}

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\B{64}{Congruence relations in semi-lattices.}{\JLMS {\bf 39}, 723-729.}

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\B{00}{A characterization of completeness for trellises.}{\AU {\bf 44}, 305-308.}
\B{04}{Some characterizations of completeness for trellises in terms of joins of cycles.}{\CMJ {\bf 54}, 119-130.}

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\B{72}{Algebraische Kategorien.}{\"Uberblicke Mathematik, Band 5, Bibliographisches Inst., Mannheim, 111-144.}

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\B{76}{Equational classes of non-associative ordered algebras.}{Ph.D. Thesis. UCLA.}
\B{80}{A four-element algebra whose identities are not finitely based.}{\AU {\bf 11}, 255-260.}

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\B{58}{Ob odnom klasse struktur s needinstvennymi dopolneniyami.}{\IV No.3, 191-201.}
\B{58a}{Struktury s polnymi dopolneniyami.}{\UMN {\bf 13}, 228-229.}
\B{74}{Duality of topological models.}{(Russian) DAN SSSR {\bf 218}, 291-294.}
\B{75}{Bulevy algebry.}{\UMR {\bf 3}, 4-21.}

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\B{71}{Sull'isomorfismo delle serie normali di un'algebra finitaria (soluzione di un problema di G. Gratzer).}{ Boll. Un. Mat. Ital. {\bf 4}, 388-394.}
\B{71a}{Sul reticolo di congruenze forti in algebre parziali finitarie.}{Boll. Un. Mat. Ital. {\bf 4}, 630-634.}
\B{71b}{Sul reticolo delle classi di congruenza di un'algebra finitaria.}{Matematiche (Catania) {\bf 26}, 274-290.}
\B{72}{Osservazioni sul reticolo delle classi di congruenza di un'algebra finitaria.}{Matematiche (Catania) {\bf 27}, 383-397.}
\B{73}{Sulla sottoalgebra di Frattini di un'algebra.}{Matematiche (Catania) {\bf 28}, 161-173.}
\B{74}{Sulle algebre commutative con zero.}{Boll. Un. Mat. Ital. {\bf 10}, 683-688.}
\B{75}{On the Frattini subalgebra F(A) of an algebra A.}{Boll. Un. Math. Ital. {\bf 12}, 37-40.}
\B{80}{On the finite transitive incidence algebras.}{Boll. Un. Mat. Ital. {\bf 17}-B, 373-389.}

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\B{90}{The lattice of completely regular semigroup varieties.}{J. Austral. Math. Soc. {\bf 49}, 24-42.}
\B{05}{Varieties generated by ordered bands II.}{Order {\bf 22}, 129-143.}

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\B{98}{Complete congruences on lattices of varieties and pseudovarieties.}{\IJAC {\bf 8}, 171-201.}

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\B{05}{Varieties of idempotent semirings with commutative addition.}{\AU {\bf 54}, 301-321.}

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\B{83}{Surjections of complete posets and of continuous algebras.}{\AU {\bf 17}, 65-72.}
\B{?}{A category theoretical characterization of surjective homomorphisms of partial algebras.}{Univ. Stuttgart, Preprint 8/77.}

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\B{03}{Decomposability of free Tarski algebras.}{\AU {\bf 50}, 1-5.}

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\B{79}{The Moufang functional equation $B_(x,B_2(y,B_3(x,z)))= B_4(B_5(B_6(x,y),x),z)$ on GD-groupoids.}{Aeq. math. {\bf 19}, 37-47.}

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\B{06}{The gold partition conjecture.}{Order {\bf 23}, 89-95.}

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\B{66}{Imbedding partial quasigroups.}{Doct. diss. Davis Univ. Calif., 1965, 24pp. Dissert, Abstrs, 26/8, 4696.}

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\B{84}{Confluence methods and the word problem in universal algebra.}{Ph.D. thesis, Empry University.}
\B{85}{The word problem in absorbing varieties.}{\HJM {\bf 11}, 575-590.}
\B{88}{Free products and the word problem.}{\AU {\bf 25}, 174-189.}
\B{94}{Efficient solution of the word problem in slim varieties.}{\AU {\bf 31}, 95-103.}

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\B{00}{On the abstract characterization of quasi-varieties.}{\AU {\bf 43}, 269-278.}

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\B{68}{Homomorfismo en cuasigrupos.}{Bol. Dep. cienc. b\'asicas. Pontif. univ. cot\'ol. Per\'u, {\bf 1/2}, 58-66.}

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\B{80}{On the algebra of logic.}{Amer. J. Math. {\bf 3}, 15--57.}

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\B{61}{On the invariant points of a transformation.}{Ann. Polon. Math. {\bf 11}, 199-202.}
\B{62}{On the extremal solutions of a functional equation.}{Zeszyty Nauk Uniw. Jagiello. Prace Mat. No.7, 9-11.}

\A{Pelling M.J., Rogers D.G.}
\B{78}{Stein quasigroups I. Combinatorial aspects.}{\BAuMS {\bf 18}, 221-236.}
\B{79}{Stein quasigroups II. Algebraic aspects.}{\BAuMS {\bf 20}, 321-344.}

\A{Pena J.A.de la}
\B{85}{On interpretability in varieties of groups.}{\AU {\bf 20}, 254-261.}

\A{Penner P.}
\B{81}{Hyperidentities of lattices and semilattices.}{\AU {\bf 13}, 307-314.}

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\B{00}{M-solid varieties generated by lattices.}{\AU {\bf 44}, 153-164.}

\A{Penzov J.E.}
\B{61}{On the arithmetic of n-relations.}{(Russian) \IV {\bf 23}, 78-92.}

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\B{78}{Sobre um teorema de Lagrange para quase groupos de Ward.}{Rev. colomb. math. {\bf 12}/3-4, 91-96.}

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\B{79}{Relations among some classes of quasigroups.}{Rev. colomb. mat. {\bf 13}, 311-321.}

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\B{49}{A remark on free algebras.}{(Dutch) Math. Centrum Amsterdam, Rapport ZW-1949-015.}
\B{52}{Some theorems on free algebras and on direct products of algebras.}{Simon Stevin {\bf 29}, 51-59.}
\B{56}{Free algebras with an empty set of generators.}{\NAW {\bf 59}, 565-570.}

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\B{67}{Ordered topological vector spaces.}{Harper and Row, New York.}

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\B{67}{Unsolvable problems for equationall theories.}{\NDJFL {\bf 8}, 175-185.}
\B{69}{Bases for equational theories of semigroups.}{J. Algebra {\bf 11}, 293-314.}
\B{80}{Inherently non-finitely based finite algebras.}{Abstracts AMS, p.507.}
\B{84}{Basic questions for general algebras.}{\AU {\bf 19}, 16-23.}
\B{?}{Finite bases and computable groupoids.}{}

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\B{64}{Sulle semicongruenze di un reticolo.}{Rend. Accad. Sci. Fis. Mat. Napoli {\bf 31}, 160-167.}

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\B{90}{Finite automata.}{Chapter 1 in: Handbook of theoretical computer science. Elsevier Sci. Publ. B.V., 1-57.}

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\B{81}{Complete sets of reductions for some equational theories.}{J. Assoc. Comput. Mach. {\bf 28}, 233--264.}

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\B{77}{Certain questions of the theory of homotopy of universal algebras.}{\CMSJB {\bf 17}, 341-355.}
\B{77a}{Normal congruent families of equivalences on n-quasigroups I.}{Bull. math. Soc. sci. math. RSR {\bf 20}, 173-181.}
\B{77b}{Normal congruent families of equivalences on n-quasigroups II.}{Bull. math. Soc. sci. math. RSR {\bf 21}, 103-111.}

\A{Petrich M.}
\B{66}{Homomorphisms of a semigroup onto normal bands.}{\AS {\bf 27}, 185-196.}
\B{69}{Structure des demi-groupes et anneaux distributifs.}{\CR {\bf 268}, A849-A852.}
\B{75}{Varieties of orthodox bands of groups.}{\PJM {\bf 58}, 209-217.}
\B{00}{Varieties of bands.}{Proc. Int. Conf. Semigroups, Braga, Portugal, World Scientific Press, Singapore, 146-160.}

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\B{83}{Near varieties of idempotent generated completely simple semigroups.}{\AU {\bf 16}, 83-104.}

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\B{?}{Simultaneous representations in categories of algebras.}{}

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\B{85}{Ob in''ekcionnykh rangakh mnogoobrazij polugrupp.}{\IV No.11, 82-84.}

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\B{80}{Polars and rectifying subgroups in lattice-ordered groups.}{(Bulgarian) Godisnik Viss. Ucebn. Zaved. Prilozna Mat. {\bf 16}, 67-72.}

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\B{71}{Convexity in directed graphs.}{J. Combin. Theory Ser. B {\bf 10}, 143-162.}

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\B{67}{Homomorphisms for distributive operations in partial algebras. Applications to linear operators and measure theory.}{Math. Z. {\bf 99}, 270-278.}

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\B{70}{A special class of Moufang loops.}{\PAMS {\bf 26}, 583-586.}
\B{74}{On self-adjoint subloops of Moufang loops.}{Communs Algebra {\bf 2}, 27-33.}

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\B{78}{Conjugate orthogonal quasigroups.}{J. Combin. Theory A {\bf 25}, 117-127.}

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\B{05}{The varieties of loops of Bol-Moufang type.}{\AU {\bf 54}, 259-271.}

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\B{04}{The quantale of Galois connections.}{\AU {\bf 52}, 527-540.}

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\B{69}{Algorithms for finding the maximal elements of a finite universal algebra.}{(With discussion) Information Processing 68 (Proc. IFIP Congress, Edinburgh, 1968), Vol.1: Mathematics, Software. North-Holland, 214-218.}

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\B{84}{On minimal non-Arguesian lattice varieties.}{PhD. Thesis, Univ. of Hawaii.}
\B{86}{A selfdual Arguesian inequality.}{\AU {\bf 22}, 99.}
\B{?}{Minimal non-Arguesian lattices.}{}

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\B{50}{Bemerkungen zum Homomorphiebegriff.}{Math. Z. {\bf 53}, 375-386.}
\B{53}{Direkte Zrelegungen von algebraischen Strukturen mit Relationen.}{Math. Z. {\bf 57}, 395-404.}

\A{Pickett H.E.}
\B{64}{Subdirect representations of relational systems.}{\FM {\bf 56}, 223-240.}
\B{67}{Homomorphisms and subalgebras of multialgebras.}{\PJM {\bf 21}, 327-342.}

\A{Piegari G.}
\B{72}{On subalgebra lattices of unary algebras.}{(Abstract) Notices AMS {\bf 19}, A-434.}
\B{75}{Automorphism and subalgebra structure in universal algebra.}{Ph.D. Thesis, Vanderbilt Univ.}

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\B{76}{Amalgamated sums of abelian l-groups.}{\PJM {\bf 65}, 167-173.}

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\B{58}{A note on complete Boolean algebras.}{\PAMS {\bf 9}, 892-896.}
\B{61}{Some questions about complete Boolean algebras.}{\LT 129-140.}
\B{63}{A note on free algebras.}{\PAMS {\bf 14}, 845-846.}
\B{63a}{A note on free products of abstract algebras.}{\NAW {\bf 66}, 401-407.}
\B{67}{Modules over Commutative Regular Rings.}{Memoirs AMS {\bf 70}.}
\B{68}{Introduction to the theory of abstract algebra.}{Holt, Rinehart and Winston, New York.}
\B{72}{Compact zero-dimensional metric spaces of finite type.}{Memoirs AMS {\bf 130}.}
\B{73}{Bases of countable Boolean algebras.}{\JSL {\bf 38}, 212-214.}
\B{75}{Arithmetic properties of certain partially ordered semigroups.}{\SF {\bf 11}, 115-129.}
\B{78}{Symmetric groupoids I.}{Osaka J. Math. {\bf 15}, 51-76.}
\B{79}{Symmetric groupoids II.}{Osaka J. Math. {\bf 16}, 317-348.}
\B{82}{Associative algebras.}{Graduate Texts in Mathematics, 88, Springer-Verlag, New York.}
\B{83}{Tensor products of Boolean algebras.}{\LNM {\bf 1004}, 232-239.}

\A{Pigozzi D.}
\B{70}{Equational logic and equational theories of algebras.}{Ph.D. Thesis, Berkeley.}
\B{70a}{Amalgamation, congruence-extension, and interpolation properties in cylindric algebras.}{Ph.D. Thesis, Berkeley.}
\B{71}{Amalgamation, congruence-extension, and interpolation properties in algebras.}{\AU {\bf 1}, 269-349.}
\B{72a}{On some operations on classes of algebras.}{\AU {\bf 2}, 346-353.}
\B{73}{On the decision problem for equational classes of quasigroups.}{Notices AMS {\bf 20}, 705-E2 (A-462).}
\B{74}{The join of equational theories.}{\CM {\bf 30}, 15-25.}
\B{75}{Equational logic and equational theories of algebras.}{Purdue University, CSD135, 178pp.}
\B{76}{Base-undecidable properties of universal varieties.}{\AU {\bf 6}, 193-223.}
\B{76a}{The universality of the variety of quasigroups.}{\JAuMS {\bf 21}, 194-219.}
\B{79}{Minimal, locally-finite varieties that are not finitely axiomatizable.}{\AU {\bf 9}, 374-390.}
\B{79a}{Universal equational theories and varieties of algebras.}{Ann. of M. Logic {\bf 17}, 117-150.}
\B{81}{On the structure of equationally complete varieties I.}{\CM {\bf 45}, 191-201.}
\B{81a}{On the structure of equationally complete varieties II.}{\TAMS {\bf 264}, 301-319.}
\B{81b}{Finite groupoids without finite bases for their identities.}{\AU {\bf 13}, 329-354.}
\B{88}{Finite basis theorems for relatively congruence-distributive quasivarieties.}{\TAMS {\bf 310}, 499-533.}
\B{90}{Finite basis results in relatively congruence-distributive quasi-varieties.}{\TAMS {\bf 310}, 499-533.}
\B{91}{Equality-test and if-then-else algebras. Axiomatization and specification.}{SIAM J. Comput. {\bf 20}, 766-805.}
\B{92}{A lattice theoretic characterization of equivalent quasivarieties.}{Proc. Int. Conf. on Algebra Honoring A. Malcev, Contemporary Math. {\bf 31}, AMS.}
\B{93}{A representation theorem for lambda abstraction algebras.}{Lecture Notes in Comput. Science {\bf 7111}, 629-639.}
\B{99}{Abstract algebraic logic.}{Lecture Notes in Comput. Sci. {\bf 1548}, 8-16.}

\A{Pigozzi D., Salibra A.}
\B{95}{Lambda abstraction algebras: representation theorems.}{Theor. Comp. Sci. {\bf 140}, 5-52.}
\B{95a}{The abstract vartiable binding calculus.}{Studia Logica {\bf 55}, 129-179.}

\A{Pigozzi D., Sichler J.}
\B{85}{Homomorphisms of partial and of complete Steiner triple systems and quasigroups.}{\LNM {\bf 1149}, 224-237.}

\A{Pigozzi D., Tardos G.}
\B{?}{The representation of certain abstract lattices as lattices of subvarieties.}{\AS.}

\A{Pikhethly J.G., Davey J.A.}
\B{02}{A non-dualisable entropic algebra.}{\AU {\bf 47}, 51-54.}

\A{Pilatovskaya A.I.}
\B{68}{Free objects in categories.}{(Russian) Sakharth. SSR Mecn. Akad. Moambe {\bf 51}, 541-544.}
\B{68a}{The theory of free decompositions in categories.}{(Russian) Sakharth. SSR Mecn. Akad. Moambe {\bf 52}, 31-34.}
\B{69}{O svobodnukh ob''ektakh v kategoriyakh.}{\Sib {\bf 10}, 1276-1299.}
\B{70}{On the isomorphic continuation theorem.}{(Russian) \MZam {\bf 7}, 683-686.}
\B{70a}{Teoriya svobodnykh razlozhenij v kategoriyakh.}{\Sib {\bf 11}, 566-584.}

\A{Pilitowska A., Romanowska A., Smith J.D.H.}
\B{95}{Affine spaces and algebras of subalgebras.}{\AU {\bf 34}, 527-540.}

\A{Pillay A.}
\B{98}{Definability and definable groups in simple theories.}{\JSL {\bf 63}, 788-796.}

\A{Pil\'sniak M.}
\B{07}{Packing of two digraphs into a transitive tournament.}{\DM {\bf 307}, 971-974.}

\A{Pin J.-E., Weil P.}
\B{96}{A Reiterman theorem for pseudovarieties of finite first-order structures.}{\AU {\bf 35}, 577-595.}

\A{Pinsker M.}
\B{04}{Clones containing all almost unary functions.}{\AU {\bf 51}, 235-255.}
\B{05}{Maximal clones on uncountable sets that include all permutations.}{\AU {\bf 54}, 129-148.}

\A{Pinto M.C.}
\B{99}{Separable Kripke structures are algebraically universal.}{\AU {\bf 42}, 17-48.}

\A{Pinus A.G.}
\B{73}{Elementary definability of symmetry groups.}{\AU {\bf 3}, 59-66.}
\B{87}{O prostykh schetnykh skeletakh epimorfnosti kongruenc-distributivnykh mnogoobrazij.}{\IV N0.11, 67-70.}
\B{89}{O schetnykh skeletakh vlozhimosti diskriminatornykh mnogoobrazij.}{\AiL {\bf 28}, 597-607.}
\B{89a}{O chisle nesravnimykh v schetnykh skeletakh epimorfnosti diskriminatornykh mnogoobrazij.}{\AiL {\bf 28}, 311-323.}
\B{89b}{Elementarnaya teoriya skeletov epimorfnosti kongruenc-distributivnykh mnogoobrazij.}{\IV {\bf7}, 73-76.}
\B{90}{Mnogoobraziya s prostym schetnym skeletom vlozhimosti.}{\Sib {\bf 31}, 127-134.}
\B{92}{Chislo Levengejma dlja odnogo iz skeletov mnogoobrazij bulevykh algebr.}{Arch. Math. Brno {\bf 28}, 35-49.}
\B{93}{Princip Vopenki i skelety mnogoobrazij.}{\IV 68-71.}
\B{93a}{K voprosu o pokrytiyakh v skeletakh epimorfnosti mnogoobrazij.}{\IV 48-55.}
\B{94}{Skeletons of congruence distributive varieties of algebras.}{\AU {\bf 32}, 531-544.}
\B{95}{Generalized quantifiers in algebra.}{Quantifiers: Logics, Models and Computation II. Kluwer Acad. Publ. 215-228.}
\B{95a}{O reshetkakh kvaziporyadkov na universal'nykh algebrakh.}{\AiL {\bf 34}, 327-328.}
\B{98}{On conditional terms and identities on universal algebras.}{Siberian Advances in Math. {\bf 8}, 96-109.}
\B{98a}{The calculus of conditional identities and conditionally rational equivalence.}{(Russian) \AiL {\bf 37}, 432-459.}
\B{99}{N-elementary embeddings and n-conditionally terms.}{\IV no. 1, 36-40.}
\B{00}{The positive and generalized discriminators don't exist.}{\DIS {\bf 20}, 121-128.}
\B{00a}{Conditional terms and its applications.}{Algebra Proc. Kurosh Conf., Walter de Gruyter, Berlin-New York, 291-300.}
\B{01}{Skeletons of quasivarieties with the Fraser-Horn property.}{\AU {\bf 46}, 7-13.}
\B{02}{Ob elementarnoj ekvivalentnosti proizvodnykh struktur svobodnykh reshetok.}{\IV {\bf 480}, 44-47.}

\A{Pinus A.G., Michailov M.M.}
\B{93}{On the approximation of the Boolean powers by cartesian powers.}{Acta Univ. Palack. Olomouc. Math. {\bf 33}, 105-108.}

\A{Pinus A.G., Vazhenin Yu.N.}
\B{05}{Elementary classification and decidability of theories of derived structures.}{Uspekhi Mat. Nauk {\bf 60}, 3-40.}

\A{Piontkovskij D.I.}
\B{99}{O svobodnykh proizvedeniyakh v mnogoobraziyakh associativnykh algebr.}{\MZam {\bf 65}, 693-702.}

\A{Pi\'oro K.}
\B{03}{On subgroupoid lattices of some finite groupoid.}{Acta Math. Univ. Comenianae {\bf 72}, 147-157.}

\A{Pippenger N.}
\B{97}{Theories of computability.}{Cambridge Univ. Press, Cambridge, UK.}

\A{Piron C.}
\B{64}{Axiomatique quantique.}{Helv. Phys. Acta. {\bf 37}, 439-468.}

\A{Pitcher E., Smiley M.F.}
\B{42}{Transitivities of betweenness.}{\TAMS {\bf 52}, 95-114.}

\A{Pitkethly J.G.}
\B{99}{Endoprimal implication algebras.}{\AU {\bf 41}, 201-211.}
\B{02}{Strong and full dualisability: three-element unary algebras.}{J. Austral. ath. Soc. {\bf 73}, 187-219.}

\A{Pixley A.F.}
\B{63}{Distributivity and permutability of congruences in equational classes of algebras.}{\PAMS {\bf 14}, 105-109.}
\B{70}{Functionally complete algebras generating distributive and permutable classes.}{Math. Z. {\bf 114}, 361-372.}
\B{71}{The ternary discriminator function in universal algebra.}{Math. Ann. {\bf 191}, 167-180.}
\B{72}{Completeness in arithmetical algebras.}{\AU {\bf 2}, 179-196.}
\B{72a}{Local Mal'cev conditions.}{\CanMB {\bf 15}, 559-568.}
\B{72b}{A note on hemi-primal algebras.}{Math. Z. {\bf 124}, 213-214.}
\B{72c}{Local weak independence and primal algebra theory.}{Boll. Un. Mat. Ital. {\bf 5}, 381-399.}
\B{74}{Equationally semi-complete varieties.}{\AU {\bf 4}, 323-327.}
\B{77}{A survey of interpolation in universal algebra.}{\CMSJB {\bf 29}, 583-607.}
\B{79}{Characterizations of arithmetical varieties.}{\AU {\bf 9}, 87-98.}
\B{81}{The operations of finte arithmetical algebras.}{\CMSJB {\bf 28}, 547-571.}
\B{84}{Principal congruence formulas in arithmetical varieties.}{\LNM {\bf 1149}, 238-254.}
\B{84a}{Some remarks on the two discriminators.}{\SSMH {\bf 19}, 339-345.}
\B{93}{Functional and affine completeness and arithmetical varieties.}{Proc. NATO ASI {\bf 389}, Kluwer Academic Publ., 317-357.}

\A{Plaisted D.}
\B{85}{The undecidability of self embedding for term rewriting systems.}{Inf. Proc. Lett. {\bf 20}, 61--64.}

\A{Platt C.R.}
\B{70}{A note on endomorphism semigroups.}{\CanMB {\bf 13}, 47-48.}
\B{71}{One-to-one and onto in algebraic categories.}{\AU {\bf 1}, 117-124.}
\B{71a}{Iterated limits of universal algebras.}{\AU {\bf 1}, 167-181.}
\B{71b}{Example of a concrete category with no embedding into sets under which every epimorphism is represented by a surjection.}{\AU {\bf 1}, 128.}
\B{74}{Iterated limits of lattices.}{\CanJM {\bf 26}, 1301-1320.}
\B{76}{Planar lattices and planar graphs.}{J. Combin. Theory, Ser. B. {\bf 21}, 30-39.}
\B{77}{Finite transferable lattices are sharply transferable.}{(Abstract) Notices AMS {\bf 24}, A-527.}

\A{P\l onka E.}
\B{68}{On a problem of Bjarni J\'onsson concerning automorphisms of a general algebra.}{\CM {\bf 19}, 5-8.}
\B{70}{The automorphism groups of symmetric algebras.}{\CM {\bf 22}, 1-7.}
\B{71}{On weak automorphisms of algebras having a basis.}{\CM {\bf 24}, 7-10.}
\B{87}{Remarks on weak automorphisms of 1-unary algebras.}{Demonstratio Math. {\bf 20}, 185-190.}

\A{P\l onka J.}
\B{63}{On bases with respect to a closure operator with the exchange property.}{\CM {\bf 10}, 25-29.}
\B{64}{Diagonal algebras and algebraic independence.}{\BAPS {\bf 12}, 729-733.}
\B{66}{Diagonal algebras.}{\FM {\bf 58}, 309-321.}
\B{66a}{Exchange of independent sets in abstract algebras (II).}{\CM {\bf 14}, 217-224.}
\B{66b}{On the number of independent elements in finite abstract algebras having a binary operation.}{\CM {\bf 14}, 189-201.}
\B{66c}{Remarks on diagonal and generalized diagonal algebras.}{\CM {\bf 15}, 19-23.}
\B{66d}{Exchange of independent sets in abstract algebras (III).}{\CM {\bf 15}, 173-180.}
\B{66e}{On functionally uniform symmetrical algebras.}{\CM {\bf 15}, 181-188.}
\B{67}{On a method of construction of abstract algebras.}{\FM {\bf 61}, 183-189.}
\B{67a}{A representation theorem for idempotent medial algebras.}{\FM {\bf 61}, 191-198.}
\B{67b}{On the methods of representation of some algebras.}{\CM {\bf 16}, 249-251.}
\B{67c}{Sums of direct systems of abstract algebras.}{\BAPS {\bf 15}, 133-135.}
\B{67d}{On some properties and applications of the notion of the sum of a direct system of abstract algebras.}{\BAPS {\bf 15}, 681-682.}
\B{67e}{On distributive quasi-lattices.}{\FM {\bf 60}, 191-200.}
\B{68}{On the number of independent elements in finite abstract algebras with two binary symmetrical operations.}{\CM {\bf 19}, 9-21.}
\B{68a}{Some remarks on sums of direct systems of algebras.}{\FM {\bf 62}, 301-308.}
\B{69}{On equational classes of abstract algebras defined by regular equations.}{\CM {\bf 64}, 241-247.}
\B{69a}{On sums of direct systems of Boolean algebras.}{\CM {\bf 20}, 209-214.}
\B{71}{On algebras with n distinct essentially n-ary operations.}{\AU {\bf 1}, 73-79.}
\B{71a}{On free algebras and algebraic decompositions of algebras from some equational classes defined by regular equations.}{\AU {\bf 1}, 261-264.}
\B{71b}{A note on the join and subdirect product of equational classes.}{\AU {\bf 1}, 163-164.}
\B{71c}{On the number of polynomials of a universal algebra III.}{\CM {\bf 22}, 177-180.}
\B{71d}{On algebras with at most n distinct essentially n-ary operations.}{\AU {\bf 1}, 80-85.}
\B{71e}{On the number of polynomials of a universal algebra and joins and direct products of equational classes.}{\AFRC 73-75.}
\B{72}{On the number of polynomials of a universal algebra IV.}{\CM {\bf 25}, 11-14.}
\B{73}{On binary reducts of idempotent algebras.}{\AU {\bf 3}, 330-334.}
\B{73a}{On the minimal extension of the sequence $<0,0,2,4>$.}{\AU {\bf 3}, 335-340.}
\B{73b}{On the sum of a direct system of relational systems.}{\BAPS {\bf 21}, 595-597.}
\B{73c}{On splitting automorphisms of algebras.}{\BSRL {\bf 42}, 302-306.}
\B{73d}{Note on the direct products of some equational classes of algebras.}{\BSRL {\bf 42}, 561-562.}
\B{73e}{On the join of equational classes of idempotent algebras and algebras with constants.}{\CM {\bf 27}, 193-195.}
\B{74}{On groups in which idempotent reducts form a chain.}{\CM {\bf 29}, 87-91.}
\B{74a}{On the subdirect product of some equational classes of algebras.}{Math. Nachr. {\bf 63}, 303-305.}
\B{74b}{On connections between the decomposition of an algebra into sums of direct systems of subalgebras.}{\FM {\bf 84}, 237-244.}
\B{75}{On relations between decompositions of an algebra into sums of direct systems of subalgebras.}{\AFRC 35-37.}
\B{75a}{Remark on direct products and the sums of direct systems of algebras.}{\BAPS {\bf 23}, 515-518.}
\B{76}{Associative and idempotent algebras are at most ternary.}{\CM {\bf 36}, 177-180.}
\B{77}{On a decomposition of an algebra into the sum of a double system of subalgebras.}{\BAPS {\bf 25}, 935-937.}
\B{77a}{Representations of the finite groups by symmetry groups of operations.}{Demonstratio Math. {\bf 10}, 763-766.}
\B{79}{On automorphism groups of relational systems and universal algebras.}{\CM {\bf 42}, 341-344.}
\B{81}{On lattices of congruences of relational systems and universal algebras.}{\AU {\bf 13}, 82-88.}
\B{82}{On the sum of a system of disjoint unary algebras corresponding to a given type.}{\BAPS {\bf 30}, 305-309.}
\B{83}{Subdirectly irreducible groupoids in some varieties.}{\CMUC {\bf 24}, 631-645.}
\B{84}{On the sum of a $\langle Tw,Tl\rangle$ semilattice ordered system of algebras.}{\BAPS {\bf 32}, 255-259.}
\B{84a}{On the sum of a direct system of universal algebras with nullary polynomials.}{\AU {\bf 19}, 197-207.}
\B{84b}{Some characterizations of independent varieties of algebras.}{\BAPS {\bf 31}, 321-324.}
\B{85}{On k-cyclic groupoids.}{Math. Japon. {\bf 30}, 371-382.}
\B{86}{On strongly non-regular and trivializing varieties of algebras.}{\CMSJB {\bf 43}, 333-344.}
\B{87}{Biregular and uniform identities of bisemilattices.}{Demonstratio Math. {\bf 20}, 95-108.}
\B{94}{Proper and inner hypersubstitutions of varieties.}{General Algebra and Ordered Sets, Palack\'y Univ., 106-115.}
\B{98}{On $n$-clone extensions of algebras.}{\AU {\bf 40}, 1-17.}
\B{99}{Structure of weak automorphism groups of mono-unary algebras.}{\AU {\bf 42}, 1-7.}
\B{06}{Subvarieties of the clone extension of the variety of distributive lattices.}{\AU {\bf 55}, 175-186.}

\A{P\l onka J., Poguntke W.}
\B{76}{T-independence in distributive lattices.}{\CM {\bf 36}, 171-175.}

\A{P\l onka J., Romanowska A.}
\B{92}{Semilattice sums.}{Universal Algebra and Quasigroup Theory, Heldermann Verlag, Berlin, 123-158.}

\A{P\l onka J., Szylicka Z.}
\B{02}{Subdirectly irreducible generalized sums of upper semilattice ordered systems of algebras.}{\AU {\bf 47}, 201-211.}

\A{Plo\v s\v cica M.}
\B{87}{The lattices of topologies on a partially ordered set.}{Arch. Math. Brno {\bf 23}, 109-116.}
\B{92}{A duality for isotropic median algebras.}{\CMUC {\bf 33}, 541-550.}
\B{94}{On the relationship between projective distributive lattices and Boolean algebras.}{Acta Math. Univ. Comen. {\bf 63}, 267-374.}
\B{94a}{Projective algebras.}{\AU {\bf 31}, 135-146.}
\B{94b}{Graphical compositions and weak congruences.}{Publ. Inst. Math. Beograd {\bf 56}, 34-40.}
\B{96}{On a characterization of distributive lattices by the betweenness relation.}{\AU {\bf 35}, 249-255.}
\B{?2}{Affine complete distributive lattices.}{}
\B{03}{Separation in distributive congruence lattices.}{\AU {\bf 48}, 1-12.}
\B{05}{Local separation in distributive semilattices.}{\AU {\bf 54}, 323-335.}

\A{Plo\v s\v cica M., Haviar M.}
\B{98}{On order-polynomial completeness of lattices.}{\AU {\bf 39}, 217-219.}

\A{Plo\v s\v cica M., T\accent23uma J., Wehrung F.}
\B{98}{Congruence lattices of free lattices in non-distributive varieties.}{\CM {\bf 76}, 269-278.}

\A{Plo\v s\v cica M., Zelina M.}
\B{?}{Cancellation among finite unary algebras.}{}

\A{Plotkin B. I.}
\B{66}{The automorphism groups of algebraic systems.}{(Russian) Nauka, M.}
\B{71}{The varieties and quasivarieties that are connected with group representations.}{(Russian) DAN SSSR {\bf 196}, 527-530.}
\B{72}{Groups of automorphisms of algebraic systems.}{Noordhoff International Publishing.}

\A{Plotkin G.D.}
\B{76}{A powerdomain construction.}{SIAM J. Comput. {\bf 5}, 452-487.}

\A{Plummer M.D.}
\B{07}{Graph factors and factorization: 1985-2003: a survey.}{\DM {\bf 307}, 791-821.}

\A{Poguntke W.}
\B{75}{Zerlegung von S-Verb\"anden.}{Math. Z. {\bf 142}, 47-65.}
\B{79}{A note on semidistributive lattice.}{\AU {\bf 9}, 398-399.}

\A{Poguntke W., Rival I.}
\B{74}{Finite sublattices generated by order-isomorphic suubsets.}{\AM {\bf 25}, 225-230.}

\A{Poguntke W., Sands B.}
\B{81}{On finitely generated lattices of finite width.}{\CanJM {\bf 33}, 28-48.}

\A{Pohlov\'a V.}
\B{73}{On sums in generalized algebraic categories.}{\CMJ {\bf 23}, 235-251.}

\A{Pol\'ak L.}
\B{77}{On varieties of non-indexed algebras.}{Arch. Math. (Brno) {\bf 13}, 169-174.}
\B{80}{Simple algebras and multiplicity types.}{\AU {\bf 11}, 208-212.}
\B{86}{On varieties of semigroups satisfying $x^3=x$.}{\CMSJB {\bf 43}, 345-363.}
\B{?1}{On varieties of completely regular semigroups. I.}{}
\B{?2}{Structural theorems for varieties of bands.}{}

\A{Polin S.V.}
\B{69}{Podalgebry svobodnykh algebr nekotorykh mnogoobrazij mul'tioperatornykh algebr.}{\UMN {\bf 24}, 17-26.}
\B{73}{Functor categories in varieties of universal algebras.}{(Russian) \MI 8, Vyp.1(27), 130-140, 239.}
\B{76}{On the identities of finite algebras.}{(Russian), Sib. Math. Z. {\bf 17}, 992-999.}
\B{76a}{Identities of finite algebras.}{(Russian) Sib. Mat. Z. {\bf 17}, 1356-1366.}
\B{77}{O tozhdestvakh v reshetkakh kongruncij universal'nykh algebr.}{\MZam {\bf 22}, 443-451.}
\B{80}{Minimal varieties of semirings.}{(Russian) \MZam {\bf 27}, 527-537,668.}

\A{Polinov\'a M.}
\B{74}{Representation of lattices by equivalence relations.}{\MCSAV {\bf 24}, 3-6.}

\A{Poll\'ak G.}
\B{72}{On free subsemigroups of a free semigroup.}{\SSMH {\bf 7}, 317-319.}
\B{73}{On the consequences of permutation identities.}{\AS {\bf 34}, 323-333.}
\B{75}{On hereditarily finitely based varieties of semigroups.}{\AS {\bf 37}, 339-348.}
\B{79}{A class of hereditarily finitely based varieties of semigroups.}{\CMSJB {\bf 20}, 433-445.}
\B{79a}{On identitiies which define hereditarily finitely based varieties if semigroups.}{\CMSJB {\bf 20}, 447-452.}
\B{79b}{On the existence of covers in lattices of varieties.}{\CGA Klagenfurt 1978, 235-247.}
\B{81}{Some lattices of varieties containing elements without a cover.}{Noncommutative structures in algebra and geometric combinatorics. Rome, 91-96.}
\B{82}{On two classes of hereditarily finitely based semigroup identities.}{\SF {\bf 25}, 9-33.}
\B{83}{Some sufficient conditions for hereditarily finitely based varieties of semigroups.}{Preprint Math. Institute Hung. Acad. Sci. 19/1983, Budapest.}

\A{Poll\'ak G., Szendrei \'A.}
\B{81}{Independent basis for the identities of entropic groupoids.}{\CMUC {\bf 22}, 71-85.}

\A{Poll\'ak G., Volkov M.V.}
\B{85}{On almost simple semigroup identities.}{Semigroups. Structure and universal algebraic problems. Amsterdam, 287-323.}

\A{Polonijo M.}
\B{81}{Structure theorem for $C^{n+1}$-systems.}{Glass. mat. {\bf 16}, 211-217.}

\A{Polya G.}
\B{37}{Kombinatorische Anzahlbestimmungen f\"ur Gruppen, Graphen und chemische Verbindungen.}{Acta. Math. {\bf 68}, 145-254}.

\A{Popescu A.}
\B{05}{Many-valued relation algebras.}{\AU {\bf 53}, 73-108.}
\B{07}{Some algebraic theory for many-valued relation algebras.}{\AU {\bf 56}, 211-235.}

\A{Popov A.P.}
\B{77}{O gruppoide mnogoobrazij associativnykh algebr.}{C. r. de l'Acad. bulg. des Sci. {\bf 30}, 951-953.}

\A{Porat S., Francez N.}
\B{87}{Fairness in term rewriting systems.}{In \Jou, 287-300.}

\A{Porst H.-E.}
\B{00}{Equivalence for varieties in general and for BOOL in particular.}{\AU {\bf 43}, 157-186.}

\A{Porst H.-E., Rosick\'y J.}
\B{01}{Varieties without minimal generators.}{\AU {\bf 45}, 23-33.}

\A{P\"oschel R.}
\B{73}{Postsche Algebren von Funktionen \"uber eine Familie endlicher Mengen.}{\ZMLG {\bf 19}, 37-74.}
\B{79}{Concrete representation of algebraic structures and a general Galois theory.}{\CGA Klagenfurt, 249-272.}
\B{80}{A general Galois theory for operations and relations and concrete characterization of related algebraic structures.}{Zentralinstitut fur Mathematik und Mechanik, Akademie der Wissenschaften der DDR, Berlin, 101pp}
\B{81}{Homogeneous relational algebras are relationally complete.}{\CMSJB {\bf 28}, 587-601.}
\B{84}{Closure properties for relational systems with given endomorphism structure.}{Beitrage Algebra Geom. {\bf 18}, 153-166.}
\B{84a}{Hereditary radicals and quasiradicals in universal algebras.}{\AH {\bf 44}, 35-59.}
\B{86}{Cryptomorphisms of non-indexed algebras and relational systems.}{\CMSJB {\bf 43}, 365-404.}

\A{P\"oschel R., Kalu\v znin L.A.}
\B{79}{Funktionen- und Relationenalgebren.}{Math. Monographien 15 VEB Deutscher Verlag Berlin and Math. Reihe B. 67 Birkh\"auser Verlag Basel, Stuttgart.}

\A{P\"oschel R., R\"ossiger M.}
\B{00}{A general Galois theory for cofunctions and corelations.}{\AU {\bf 43}, 331-345.}

\A{Post E.L.}
\B{21}{Introduction to a general theory of elementary propositions.}{Amer. J. of Math. {\bf 43}, 163-185.}
\B{41}{The two-valued iterative systems of mathematical logic.}{Annals of Math. Studies, no. 5. Princeton University Press, N.J.}
\B{47}{Recursive unsolvability of a problem of Thue.}{\JSL {\bf 12}, 1-11.}

\A{Potts D.H.}
\B{65}{Axioms for semi-lattices.}{\CanMB {\bf 8}, 519.}

\A{Pouzet M.}
\B{73}{Une remarque sur la libre interpretabilite d'une relation par une autre.}{\AU {\bf 3}, 67-71.}

\A{Pouzet M., Kaddour H.S., Zaguia N.}
\B{05}{Which posets have a scattered MacNeille completion?}{\AU {\bf 53}, 287-299.}

\A{Pouzet M., Rival I.}
\B{83}{Quotients of complete ordered sets.}{\AU {\bf 17}, 393-405.}
\B{84}{Every complete lattice is a retract of a direct product of chains.}{\AU {\bf 18}, 295-307.}

\A{Pouzet M., Rosenberg I.G., Stone M.G.}
\B{96}{A projection property.}{\AU {\bf 36}, 159-184.}

\A{Pouzet M., Zaguia I.}
\B{07}{Weak orders admitting a perpendicular linear order.}{\DM {\bf 307}, 97-107.}

\A{Powell W.B., Tsinakis C.}
\B{85}{Meet-irreducible varieties of lattice-ordered groups.}{\AU {\bf 20}, 262-263.}
\B{89}{Free products in varieties of lattice-ordered groups.}{Lattice-ordered groups: Advances and Techniques, Kluwer Academic Publishers, Dordrecht, 278-307.}
\B{89a}{Amalgamations of lattice-ordered groups.}{Lattice-ordered groups: Advances and Techniques, Kluwer Academic Publishers, Dordrecht, 308-327.}

\A{Poyatos F.}
\B{83}{G-principal series of stocks in an algebra.}{\LNM {\bf 1004}, 240-244.}

\A{Poythress V.S.}
\B{73}{Partial morphisms on partial algebras.}{\AU {\bf 3}, 182-202.}

\A{Preller A.}
\B{68}{On the relationship between the classical and the categorical direct products of algebras.}{Indag. Math. {\bf 30}, 512-516.}

\A{Prenowitz W.}
\B{48}{Total lattices of convex sets and of linear spaces.}{Ann. of Math. {\bf 49}, 659-688.}

\A{Prenowitz W., Jantosciak W.}
\B{79}{Join geometries.}{Springer, Undergraduate Texts in Math., New York.}

\A{Pre\v si\'c S. B.}
\B{79}{On quasi-algebras and the word problem.}{Publ. de l'Inst. Math. {\bf 26}, 255-268.}

\A{Preston G.B.}
\B{54}{The arithmetic of a lattice of sub-algebras of a general algebra.}{\JLMS {\bf 29}, 1-15.}
\B{54a}{Factorization of ideals in general algebras.}{\JLMS {\bf 29}, 363-368.}

\A{Priestley H.A.}
\B{70}{Representation of distributive lattices by means of ordered Stone spaces.}{\BLMS {\bf 2}, 186-190.}
\B{72}{Ordered topological spaces and the representation of distributive lattices.}{\PLMS {\bf 24}, 507-530.}
\B{74}{Stone lattices: A topological approach.}{\FM {\bf 84}, 127-143.}
\B{75}{The construction of spaces dual to pseudocomplemented distributive lattices.}{Quart. J. Math. Oxford {\bf 26}, 215-228.}
\B{84}{Catalytic distributive lattices and compact zero-dimensional topological lattices.}{\AU {\bf 19}, 322-329.}

\A{P\v r\'\i hoda P.}
\B{05}{Homomorphisms of direct powers of algebras.}{\AU {\bf 54}, 489-493.}

\A{Prince A.R.}
\B{99}{Projective planes of order 12 and PG(3,3).}{Discrete Math. {\bf 208/209}, 477-483.}

\A{Pudl\'ak P.}
\B{76}{A new proof of the congruence lattice characterization theorem.}{\AU {\bf 6}, 269-275.}
\B{77}{Distributivity of strongly representable lattices.}{\AU {\bf 7}, 85-92.}
\B{79}{Symmetric embedding of finite lattices into finite partition lattices.}{\CMUC {\bf 20}, 183-187.}
\B{85}{On congruence lattices of lattices.}{\AU {\bf 20}, 96-114.}

\A{Pudl\'ak P., T\accent23uma J.}
\B{76}{Yeast graphs and fermentation of algebraic lattices.}{\CMSJB {\bf 14}, 301-341.}
\B{80}{Every finite lattice can be embedded into a finite partition lattice.}{\AU {\bf 10}, 74-95.}
\B{83}{Regraphs and congruence lattices.}{\AU {\bf 17}, 339-343.}

\A{Pukharev N.K.}
\B{65}{Ob $A_n^k$-algebrakh i regulyarnykh konechnykh ploskostyakh.}{\Sib {\bf 6}, 892-899.}
\B{66}{Construction of $A_n^k$-algebras.}{(Russian) \Sib {\bf 7}, 577-579.}
\B{68}{Geometricheskie voprosy nekotorykh medial'nykh kvazigrupp.}{\Sib {\bf 9}, 891-897.}
\B{74}{Zametka o chastichnykh kvazigruppakh i setyakh.}{\MI {\bf 9/3}(33), 141-152.}

\A{Pultr A.}
\B{64}{Concerning universal categories.}{\CMUC {\bf 5}, 227-239.}
\B{67}{On selecting of morphisms among all mappings between underlying sets of objects in concrete categories and realisations of these.}{\CMUC {\bf 8}, 53-83.}
\B{68}{Eine Bemerkung \"uber volle Einbettungen von Kategorien von Algebren.}{Math. Ann. {\bf 178}, 78-82.}
\B{68a}{On full embeddings of concrete categories with respect to forgetful functors.}{\CMUC {\bf 9}, 281-305.}

\A{Pultr A., Sichler J.}
\B{69}{Primitive classes of algebras with two unary idempotent operations, containing all algebraic categories as full subcategories.}{\CMUC {\bf 10}, 425-445.}
\B{88}{Frames in Priestley's duality.}{Cahiers Topologie G\'eom. Diff\'erentielle {\bf 29}, 193-202.}

\A{Pultr A., Trnkov\'a V.}
\B{72}{Strong embeddings into categories of algebras.}{Illinois J. Math. {\bf 16}, 183-195.}
\B{80}{Combinatorial, algebraic and topological representations of categories.}{\NHA.}

\A{Purdom P.W., Brown C.A.}
\B{87}{Fast many-to-one matching algorithms.}{In \Jou, 407-416.}

\A{Putcha M.S., Yaqub A.}
\B{71}{Semigroups satisfying permutation identities.}{\SF {\bf 3}, 68-73.}

\A{Pynko A.P.}
\B{99}{Implicational classes of De Morgan lattices.}{Discrete Math. {\bf 205}, 171-181.}
\B{01}{Implicational classes of De Morgan Boolean algebras.}{Discrete Math. {\bf 232}, 59-66.}

\A{Quackenbush R.W.}
\B{71}{On the composition of idempotent functions.}{\AU {\bf 1}, 7-12.}
\B{71a}{Equational classes generated by finite algebras.}{\AU {\bf 1}, 265-266.}
\B{71b}{Demi-semi-primal algebras and Mal'cev-type conditions.}{Math. Z. {\bf 122}, 166-176.}
\B{72}{The triangle is functionally complete.}{\AU {\bf 2}, 128.}
\B{72a}{Free products of bounded distributive lattices.}{\AU {\bf 2}, 393-394.}
\B{72b}{Some remarks on categorical algebras.}{\AU {\bf 2}, 246.}
\B{73}{Planar lattices.}{\PHLT 512-518.}
\B{74}{Structure theory for equational classes generated by quasi-primal algebras.}{\TAMS {\bf 187}, 127-145.}
\B{74a}{Some classes of idempotent functions and their compositions.}{\CM {\bf 29}, 71-81.}
\B{74b}{Semi-simple equational classes with distributive congruence lattices.}{AnnUSB {\bf 17}, 15-19.}
\B{74c}{Near-Boolean algebras I: Combinatorial aspects.}{Discrete math. {\bf 10}, 301-308.}
\B{75}{Near-vector spaces over GF(q) and (v,q+1,1)-BIBD's.}{Linear Algebra and Appl. {\bf 10}, 259-266.}
\B{75a}{Appendix: Finite simple algebras in congruence permutable varieties.}{Proc. of the Lattice Theory Conference.}
\B{76}{Varieties of Steiner loops and Steiner quasigroups.}{\CanJM {\bf 28}, 1187-1198.}
\B{77}{Linear spaces with prime power block sizes.}{Arch. Math. {\bf 28}, 381-386.}
\B{77a}{A note on a problem of Goral\v c\'\i k.}{\CMSJB {\bf 17}, 363-364.}
\B{79}{Algebras with minimal spectrum.}{\AU {\bf 9}.}
\B{79a}{Pseudovarieties of finite algebras isomorphic to bounded distributive lattices.}{Discrete Math. {\bf 28}, 189-192.}
\B{80}{Algebras with minimal spectrum.}{\AU {\bf 10}, 117-129.}
\B{81}{A new proof of Rosenberg's primal algebra characterization theorem.}{\CMSJB {\bf 28}, 603-634.}
\B{82}{Varieties with n-principle compact congruences.}{\AU {\bf 14}, 292-296.}
\B{83}{Minimal para primal algebras.}{\CGA {\bf 2}, 291-304.}
\B{85}{Quasi-affine algebras.}{\AU {\bf 20}, 318-327.}
\B{85a}{Nonmodular varieties of semimodular lattices with a spanning $M_2$.}{Special volume on ordered sets and their applications, \SF {\bf 53}, 193-205.}
\B{86}{Finitely determined arithmetical varieties need not be universally-finite.}{\AU {\bf 22}, 302-303.}
\B{99}{Varieties of binary linear codes.}{\AU {\bf 42}, 141-149.}
\B{?}{The completeness theorems for universal and implicational logics of algebras via congruences.}{}

\A{Quackenbush R.W., Reichel H.C.}
\B{75}{Partitioning bases of Boolean lattices.}{\AU {\bf 5}, 148.}

\A{Quackenbush R., Rival I., Rosenberg I.G.}
\B{?}{Clones, order varieties, near unanimity functions and holes.}{}

\A{Quackenbush R.W., Wolk B.}
\B{71}{Strong representation of congruence lattices.}{\AU {\bf 1}, 165-166.}

\A{Rabin M.O.}
\B{58}{Recursive unsolvability of group theoretic problems.}{Ann. of Math. {\bf 67}, 172-194.}
\B{59}{Arithmetical extensions with prescribed cardinality.}{\NAW {\bf 62}, 439-466.}
\B{60}{Computable algebra, general theory and theory of computable fields.}{\TAMS {\bf 95}, 341-360.}
\B{62}{Classes of models and sets of sentences with the intersection property.}{Ann. Fac. Sci. Univ. Clermont-Ferrand {\bf 7}, 39-53.}
\B{64}{Universal groups of automorphisms of models.}{\TM 274-284.}
\B{69}{Decidability of second-order theories and automata on infinite trees.}{\TAMS {\bf 141}, 1-35.}

\A{Rach\accent23unek J.}
\B{89}{Structure spaces of lattice ordered groups.}{\CMJ {\bf 39}, 686-691.}
\B{92}{Solid subgroups of weakly associative lattice groups.}{Acta Univ. Palack. Olom., Fac. Rer. Nat., Math. {\bf 31}, 13-24.}
\B{93}{Non-modular and non-distributive primitive ordered subsets of lattices.}{Acta Univ. Palack. Olomouc. Math. {\bf 32}, 141-149.}
\B{96}{On some varieties of weakly associative lattice groups.}{\CMJ {\bf 46}, 231-240.}
\B{00}{Spectra of abelian weakly associative lattice groups.}{\DIS {\bf 20}, 51-61.}
\B{02}{Prime spectra of non-commutative generalizations of MV-algebras.}{\AU {\bf 48}, 151-169.}
\B{02a}{A non-commutative generalization of MV-algebras.}{\CMJ {\bf 52}, 255-273.}

\A{Radeleczki S.}
\B{02}{Weakly atomic lattices with Stonean congruence lattices.}{Math. Slovaca {\bf 52}, 501-510.}\R

\A{Radeleczki S., Schweigert D.}
\B{05}{Notes on locally order-polynomially complete lattices.}{\AU {\bf 53}, 397-399.}

\A{Radeleczki S., Szigeti J.}
\B{05}{Linear orders on general algebras.}{Order {\bf 22}, 41-62.}

\A{Radnev P.}
\B{73}{V''rkhu nasochenite lupi.}{(O napravlennykh lupakh) Nauch. tr. Plovdiv. un-t mat. {\bf 11/4}, 181-192.}
\B{80}{Lupi, dopuskashchi edinstvena linejna naredba}{(poryadok). Nauch. tr. Plovdiv. un-t. Mat. {\bf 16}, 259-272.}

\A{Rad\'o F.}
\B{64}{Tesuturi ternare regulate.}{(Regulyarnye ternarnye tkani) Studia Univ. Babes-Bolyai. Ser. math.-phys. {\bf 9/1}, 39-60.}
\B{70}{Non-injective collineations on some sets in Desarguean projective planes.}{Aeq. Mat.}
\B{74}{On semi-symmetric quasigroups.}{Aeq. math. {\bf 11}, 250-255.}

\A{Rad\'o F., Hosszu M.}
\B{64}{\"Uber eine Klasse von tern\"aren Quasigruppen.}{\AH {\bf 15}, 29-36.}

\A{Rado R.}
\B{66}{Abstract linear dependence.}{\CM {\bf 14}, 257-264.}

\A{Radoj\v ci\'c M.D.}
\B{68}{On the embedding of universal algebras in groupoids holding the law $XY*ZU**=XZ*YU**$.}{Mat. Vesnik {\bf 5}(20), 353-356.}

\A{Rafter J.}
\B{96}{Relativizations of relation algebras by the diversity.}{\AU {\bf 35}, 342-358.}

\A{Raftery J.G.}
\B{87}{On prime ideals and subdirect decompositions of BCK-algebras.}{Math. Japon. {\bf 32}, 811-818.}
\B{94}{Ideal determined varieties need not be congruence 3-permutable.}{\AU {\bf 31}, 293-297.}
\B{01}{A characterization of varieties.}{\AU {\bf 45}, 449-450.}

\A{Rampon J.X.}
\B{05}{What is reconstruction for ordered sets?}{\DM {\bf 291}, 191-233.}

\A{Raney G.N.}
\B{52}{Completely distributive complete lattices.}{\PAMS {\bf 3}, 677-680.}
\B{53}{A subdirect-union representation for completely distributive complete lattices.}{\PAMS {\bf 4}, 518-522.}
\B{60}{Tight Galois connections and complete distributivity.}{\TAMS {\bf 97}, 418-426.}

\A{Rao M.L.N.}
\B{69}{A quuestion on finite Veblen-Wedderburn systems.}{J. Algebra {\bf 13}, 486-495.}

\A{Rasin V.V.}
\B{79}{On the lattice of varieties of completely simple semigroups.}{\SF {\bf 17}, 113-122.}
\B{81}{On the varieties of cliffordian semigroups.}{\SF {\bf 23}, 201-220.}
\B{82}{Mnogoobraziya ortodoksal'nykh kliffordovykh polugrupp.}{\IV {\bf 11}, 82-85.}

\A{Rasiowa H.}
\B{53}{A proof of the compactness theorem for arithmetical classes.}{\FM {\bf 39}, 8-14.}
\B{64}{A generalization of a formalized theory of fields of sets on non-classical logics.}{Rozprawy Mat. {\bf 42}.}
\B{74}{An algebraic approach to non-classical logics.}{\NHA.}

\A{Rasiowa H., Sikorski R.}
\B{50}{A proof of the completeness theorem of G\"odel.}{\FM {\bf 37}, 193-200.}
\B{63}{The mathematics of metamathematics.}{Monog. Mat., XLI. Pa\'nstwowe Wydawn. Naukowe, Warszaw.}

\A{Ratanaprasert C., Davey B.A.}
\B{87}{Semimodular lattices with isomorphic graphs.}{Order {\bf 4}, 1-13.}

\A{Ratschek H.}
\B{70}{Die bin\"aren Systeme der Intervallarithmetik.}{Computing {\bf 6}, 295-308.}
\B{72}{Eine Bemerkung \"uber entropische Gruppoide.}{Math. Nachr. {\bf 52}, 141-146.}

\A{Rautenberg W.}
\B{81}{2-element matrices.}{Stud. log. {\bf 40}, 315-353.}

\A{Razmyslov Yu.P.}
\B{73}{O konechnoj baziruemosti tozhdestv matrichnoj algebry vtorogo poryadka nad polem kharakteristiki nul'.}{\AiL {\bf 12/1}, 83-113.}
\B{74}{Konechnaya baziruemost' nekotorykh mnogoobrazij algebr.}{\AiL {\bf 13}, 685-693.}

\A{Rebane Yu.K.}
\B{66}{Representation of universal algebras in commutative semigroups.}{(Russian) \Sib {\bf 7}, 878-885.}
\B{67}{O primitivnykh klassakh odnotipnykh algebr.}{Eesti NSV Tead. Akad. Toimetised F\"u\"us. Mat. (Izv. AN EstSSR) {\bf 16}, 143-145.}
\B{67a}{On primitive classes of a similarity type.}{Izv. AN Estonia {\bf 16}, 141-145.}
\B{68}{The repreesentation of universal algebras in semigroups with two-sided cancellation and in commutative semigroups with cancellation.}{(Russian) Eesti NSV Tead. Akad. Toimetised F\"u\"us.-Mat. {\bf 17}, 375-378.}
\B{69}{The representation of universal algebras in nilpotent semigroups.}{(Russian) \Sib {\bf 10}, 945-949.}

\A{Redi E.}
\B{71}{Representation of Menger systems by multiplace endomorphisms.}{(Russian) Tartu Riikl. \"Ul. Toimetised Vih. {\bf 277}, 47-51.}
\B{?}{O predstavlenii polikol'coidov.}{43-55.}

\A{Rees D.}
\B{40}{On semi-groups.}{Proc. Cambridge Phil. Soc. {\bf 36}, 387-400.}

\A{Reilly N.R.}
\B{84}{Representations of lattices via neutral elements.}{\AU {\bf 19}, 341-354.}

\A{Reilly N.R., Scheiblich H.E.}
\B{67}{Congruences on regular semigroups.}{\PJM {\bf 23}, 349-360.}

\A{Reimer O.}
\B{62}{On the direct decompositions of algebras.}{Spisy PF Univ. Brno, 449-457.}

\A{Reinhold J.}
\B{?}{Weak distributive laws and their role in free lattices.}{}

\A{Reiterman J.}
\B{82}{The Birkhoff theorem for finite algebras.}{\AU {\bf 14}, 1-10.}

\A{Remak R.}
\B{30}{\"Uber die Darstellung der endlichen Gruppen als Untergruppen direkter Produckte.}{Jour. f\"ur Math. {\bf 163}, 1-44.}

\A{Rendi B.}
\B{70}{Th\'eorie des id\'eaux et des congruences pour les alg\`ebres universelles I.}{An. Univ. Timi\c soara Ser. \c Sti. Fiz.-Chim. {\bf 8}, 199-205.}
\B{71}{Th\'eorie des id\'eaux et des congruences pour les alg\`ebres universelles II, III.}{An. Univ. Timi\c soara Ser. \c Sti. Fiz.-Chim. {\bf 9}, 109-114, 201-203.}

\A{Rennie B.C.}
\B{51}{The theory of lattices.}{Forster and Jagg, Cambridge, England.}

\A{Repnitskij V.B.}
\B{83}{O bazisakh tozhdestv mnogoobrazij reshetochno uporyadochennykh polugrupp.}{\AiL {\bf 22/6}, 649-665.}
\B{93}{On finite lattices which are embeddable in subsemigroup lattices.}{Semigroup Forum {\bf 46}, 388-397.}
\B{01}{Varieties of semigroups with non-trivial identities on subsemigroup lattices.}{\AU {\bf 46}, 69-73.}
\B{?}{A new proof of Tuma's theorem on intervals in subgroup lattices.}{Preprint}

\A{Resmini M.-L.J.de}
\B{80}{On congruences of Steiner ternary algebras. A class of resolvable SQS's.}{Boll. Unione mat. ital. B {\bf 17}, 74-81.}
\A{Restall G.}
\B{00}{An introduction to substructural logics.}{Routledge, London.}

\A{R\'ety P., Kirchner C., Kirchner H., Lescanne P.}
\B{87}{NARROWER: a new algorithm for unification and its application to logic.}{In \Jou, 141-157.}

\A{Reuter K.}
\B{85}{Counting formulas for glued lattices.}{Order {\bf 1}, 265-276.}
\B{87}{Matchings for linearly indecomposable modular lattices.}{Discrete Math. {\bf 63}, 245-249.}

\A{Revesz G.}
\B{87}{A simple proof of Vinogradov's theorem on the orderability of the free product of 0-groups.}{\CMJ {\bf 37}, 310-312.}

\A{Reznikoff I.}
\B{63}{Cha\^\i nes de formules.}{\CR {\bf 256}, 5021-5023.}

\A{Rhodes J.B.}
\B{75}{Modular and distributive semilattices.}{\TAMS {\bf 201}, 31-41.}

\A{Ribeiro H.}
\B{56}{The notion of universal completeness.}{Portugal. Math. {\bf 15}, 83-86.}
\B{61}{On the universal completeness of classes of relational systems.}{\AMLG {\bf 5}, 90-95.}

\A{Ribeiro H., Schwabauer R.}
\B{63}{A remark on equational completeness.}{\AMLG {\bf 7}, 122-123.}

\A{Ribenboim P.}
\B{49}{Characterization of the sup-complement in a distributive lattice with last element.}{Summa Brasil. Mat. {\bf 2}, No.4, 43-49.}
\B{83}{Algebraic structures on graphs.}{\AU {\bf 16}, 105-123.}

\A{Richter G., Stern M.}
\B{76}{A unified theory of cyclically generated modular lattices and AC-lattices.}{\SSMH {\bf 11}, 413-429.}

\A{Rie\v can J.}
\B{58}{To the axiomatics of modular lattices.}{(Slovak) Acta Fac. Rerum Nat. Univ. Comenian. Math. {\bf 2}, 257-262.}

\A{Riedel H.H.J.}
\B{85}{Growth sequences of finite algebras.}{\AU {\bf 20}, 90-95.}

\A{Rieger L.}
\B{49}{A note on topological representations of distributive lattices.}{\v Casopis P\v est. Mat. Fys. {\bf 74}, 55-61.}
\B{51}{Some remarks on automorphisms of Boolean algebras.}{\FM {\bf 38}, 209-216.}

\A{Rielak P.}
\B{74}{On functions definable in implicational algebras.}{\BSL {\bf 3}, 24-26.}

\A{Riguet J.}
\B{53}{Sur les rapports entre les concepts de machine de multipole et de structure alg\`ebrique.}{\CR {\bf 237}, 425-427.}

\A{Ringel C.}
\B{72}{The intersection property of amalgamations.}{J. Pure Appl. Algebra {\bf 1}, 79-83.}

\A{Ringel C-M.}
\B{82}{Four papers on problems in linear algebra.}{London Math. Soc. Lecture Note Series {\bf 69}, 141-156.}

\A{Rips I.A.}
\B{66}{Obobshchenie teorem L. A. Kaluzhnina i F. Kholla na nekotorye klassy lup.}{Latv. matem. ezhegodnik T.2 Riga, 283-298.}

\A{Rival I.}
\B{72}{Projective images of modular (distributive, complemented) lattices are modular (distributive, complemented).}{\AU {\bf 2}, 395.}
\B{73}{Maximal sublattices of finite distributive lattices.}{\PAMS {\bf 37}, 417-420.}
\B{74}{Maximal sublattices of finite distributive lattices II.}{\PAMS {\bf 44}, 263-268.}
\B{74a}{Lattices with doubly irreducible elements.}{\CanMB {\bf 17}, 91-95.}
\B{74b}{Contributions to combinatorial lattice theory.}{Ph. D. Thesis, University of Manitoba, Winnipeg.}
\B{76}{A fixed point theorem for finite partially ordered sets.}{J. Combin. Theory, Ser. A {\bf 21}, 309-318.}
\B{76a}{A note on linear extensions of irreducible elements in a finite lattice.}{\AU {\bf 6}, 99-103.}
\B{76b}{Varieties of nonmodular lattices.}{Notices AMS {\bf 23}, A-420.}
\B{76c}{Combinatorial inequalities for semimodular lattices of breadth two.}{\AU {\bf 6}, 303-311.}
\B{80}{The problem of fixed points in ordered sets.}{Ann. Discrete Math. {\bf 8}, 283-292.}
\B{83}{Optimal linear extensions by interchanging chains.}{\PAMS {\bf 89}, 387-394.}
\B{84}{Linear extensions of finite ordered sets.}{Orders: description and roles {\bf 99}, 355-370.}
\B{?1}{Finite modular lattices with sublattices of all orders.}{}
\B{?2}{Lattices with sublattices of a given order N29.}{}

\A{Rival I., Ruchelshausen W., Sands B.}
\B{81}{On the ubiquity of herringbones in finitely generated lattices.}{\PAMS {\bf 82}, 335-340.}

\A{Rival I., Sands B.}
\B{75}{Finite weakly embeddable lattices which are embeddable.}{\AM {\bf 26}, 346-352.}
\B{78}{Planar sublattices of free lattice I.}{\CanJM {\bf 30}, 1256-1283.}
\B{78a}{A note on the congruence lattice of a finitely generated algebra.}{\PAMS {\bf 72}, 451-455.}
\B{79}{Planar sublattices of a free lattice II.}{\CanJM {\bf 31}, 17-34.}
\B{82}{Pictures in lattice theory.}{Algebraic and geometric combinatorics {\bf 65}, 341-355.}

\A{Rival I., Wille R.}
\B{79}{Lattices freely generated by partially ordered sets: which can be drawn?}{\JR {\bf 309}, 56-80.}
\B{81}{The smallest order variety containing all chains.}{Discrete Math. {\bf 35}, 203-212.}

\A{Rival I., Zaguia N.}
\B{85}{Antichain cutsets.}{Order {\bf 1}, 235-247.}

\A{Robertson N., Sanders D.P., Seymour P., Thomas R.}
\B{96}{A new proof of the four-colour theorem.}{}

\A{Robinson A.}
\B{51}{On the metamathematics of algebra.}{Studies in Logic and the Foundations of Mathematics. \NHA.}
\B{51a}{On axiomatic systems which possess finite models.}{Methodos {\bf 3}, 140-199.}
\B{52}{On the application of symbolic logic to algebra.}{Proc. of the Int. Congress of Mathematicians, Cambridge, Mass., 1950, vol.1, AMS, 686-694.}
\B{54}{L'application de la logique formelle aux math\'ematiques.}{Applications scientifiques de la logique math\'ematique (Actes du $2^e$ Colloque International de Logique Math\'ematique, Paris, 1952), Gauthier-Villars, Paris; E. Nauwelaerts, Louvain; 51-63; discussion, 64.}
\B{55}{Note on an embedding theorem for algebraic systems.}{\JLMS {\bf 30}, 249-252.}
\B{55a}{Ordered structures and related concepts.}{Mathematical interpretation of formal systems, \NHA, 51-56.}
\B{55b}{Th\'eorie metamath\'ematique des id\'eaux.}{Gauthier-Villars, Paris; E. Nauwelaerts, Louvain.}
\B{56}{A result on consistency and its applications to the theory of definition.}{\NAW {\bf 59}, 47-58.}
\B{56a}{Complete theories.}{\NHA.}
\B{56b}{Note on a problem of L. Henkin.}{\JSL {\bf 21}, 33-35.}
\B{57}{Some problems of definability in the lower predicate calculus.}{\FM {\bf 44}, 309-329.}
\B{58}{Relative model-completeness and the elimination of quantifiers.}{Dialecta {\bf 12}, 394-406.}
\B{59}{Obstructions to arithmetical extension and the theorem of \L o\'s and Suszko.}{\NAW {\bf 62}, 489-495.}
\B{61}{On the construction of models. Essays on the foundations of mathematics.}{Magnes Press Hebrew Univ., Jerusalem, 207-217.}
\B{61a}{A note on embedding problems.}{\FM {\bf 50} (1961/62), 455-461.}
\B{62}{Recent developments in model theory.}{\LMPS, 60-79.}
\B{63}{Introduction to model theory and to the metamathematics of algebra.}{\NHA.}
\B{71}{Infinite forcing in model theory.}{Proc. Second Scand. Logic Symp., \NHA, 317-340.}
\B{71a}{On the notion of algebraic closedness for noncommutative groups and fields.}{\JSL {\bf 36}, 441-444.}
\B{74}{A decision method for elementary algebra and geometry - revisited.}{\PTS 139-152.}

\A{Robinson D.A.}
\B{64}{Bol loops.}{Doct. diss. Univ. Wisconsin, 1964, 83pp. Dissert. Abstrs, {\bf 25/6}, 3600-3601.}
\B{66}{Bol loops.}{\TAMS {\bf 123}, 341-354.}
\B{71}{Holomorphy theory of extra loops.}{\PMD {\bf 18}, 59-64.}
\B{72}{Bol quasigroups.}{\PMD {\bf 19}, 151-153.}
\B{77}{A special embedding of Bol loops in groups.}{\AH {\bf 30}, 95-103.}
\B{79}{A loop-theoretic study of right-sided quasigroups.}{Ann. Ssoc. sci. Bruxelles Ser.1, {\bf 93}, 7-16.}
\B{81}{The Bryant-Schneider group of a loop.}{Ann. Soc. sci. Bruxelles, ser.1, {\bf 94}, 69-81.}

\A{Robinson D.F.}
\B{71}{A catalogue of binary operations.}{The New Zealand Mathematics Magazine {\bf 8}, 2-11.}

\A{Robinson K.}
\B{81}{A note on Bol loops of order $2^nk$.}{Aeq. math. {\bf 22}, 302-306.}

\A{Rodenburg P.H.}
\B{98}{Termination and confluence in infinitary term rewriting.}{\JSL {\bf 63}, 1286-1296.}

\A{Rokos P.}
\B{54}{Generalization of theorems in "General Algebra".}{(Greek) Bull. Soc. Math. Gr\'ece {\bf 28}, 167-187.}

\A{Rolf H.}
\B{58}{The free lattice generated by a set of chains.}{\PJM {\bf 8}, 585-595.}
\B{66}{The free modular lattice FM(2+2+2) is infinite.}{\PAMS {\bf 17}, 960-961.}

\A{Rolfsen D.}
\B{76}{Knots and links.}{Mathematics Lecture Series {\bf 7}, Publish or Perish, Inc., New York.}

\A{Roman'kov V.A.}
\B{70}{Nedistributivnost' reshetki mnogoobrazij nil'potentnykh grupp.}{\AiL {\bf 9/1}, 67-72.}

\A{Romanowska A.}
\B{75}{Some equational classes of distributive $p$-algebras.}{Proc. of the Lattice Theory Conference Szeged 1975, 151-161.}
\B{76}{On some equational classes of distributive double $p$-algebras.}{Demonstratio Math. {\bf 9}, 593-607.}
\B{77}{On distributivity of bisemilattices with one distributive law.}{\CMSJB {\bf 29}, 653-661.}
\B{78}{On free algebras in some equational classes defined by regular equations.}{Demonstratio Math. {\bf 11}, 1131-1137.}
\B{79}{Subdirectly irreducible .-distributive bisemilattices. I.}{TH Darmstadt, Preprint 506.}
\B{79a}{On some algebras connected wtih the theory of harmaony.}{\CM {\bf 41}, 181-185.}
\B{80}{Free bisemilattices with one distributive law.}{Demonstratio Math. {\bf 13}, 565-572.}
\B{80a}{Subdirectly irreducible .-distributive bisemilattices I.}{Demonstratio Math. {\bf 13}, 767-785.}
\B{81}{Subdirectly irreducible pseudo-complemented de Morgan algebras.}{\AU {\bf 12}, 70-75.}
\B{82}{Algebras of functions from partially ordered sets into distributive lattices.}{TH Darmstadt, Preprint 666.}
\B{82a}{Building semilattices from lattices and semilattices.}{TH Darmstadt, Preprint 718.}
\B{82b}{Free idempotent distributive semirings with a semilattice reduct.}{Math. Japon {\bf 27}, 467-481.}
\B{82c}{Idempotent distributive semirings with a semilattice reduct.}{Math. Japon {\bf 27}, 483-493.}
\B{82d}{On distributivity of bisemilattices with one distributive law.}{\CMSJB {\bf 29}, 653-661.}
\B{83}{Algebras of functions from partially ordered sets into distributive lattices.}{\LNM {\bf 1004}, 245-256.}
\B{83a}{Building bisemilattices from lattices and semilattices.}{\CGA {\bf 2}, 343-358.}
\B{85}{Constructing and reconstructing of algebras.}{Demonstratio Math. {\bf 18}, 209-229.}
\B{86}{On regular and regularised varieties.}{\AU {\bf 23}, 215-241.}
\B{87}{Some varieties of algebras defined by externally compatible identities.}{Demonstratio Math. {\bf 20}, 109-119.}
\B{88}{On some representations of groupoid modes satisfying the reduction law.}{Demonstratio Math. {\bf 21}, 943-960.}
\B{89}{Representations of n-cyclic groupoids.}{\AU {\bf 26}, 7-15.}
\B{99}{On reductive and distributive algebras.}{\CMUC {\bf 40}, 617-629.}
\B{01}{Notes on sums of algebras, subdirect products and subdirectly irreducible algebras.}{\AU {\bf 46}, 321-341.}
\B{?1}{Free .-distributive bisemilattices.}{}
\B{?2}{Mal'cev modes, affine modules and barycentric algebras.}{}

\A{Romanowska A., Freese R.}
\B{77}{Subdirectly irreducible modular double p-algebras.}{\HJM {\bf 3}, 109-112.}

\A{Romanowska A., Roszkowska B.}
\B{87}{On some groupoid modes.}{Demonstratio Math. {\bf 20}, 277-290.}
\B{89}{Representations of n-cyclic groupoids.}{\AU {\bf 26}, 7-15.}

\A{Romanowska A., Smith J.D.H.}
\B{81}{Bisemilattices of subsemilattices.}{J. Algebra {\bf 70}, 78-88.}
\B{81a}{Subalgebra systems of idempotent entropic algebras.}{TH Darmstadt, Preprint 636.}
\B{82}{On the structure of subalgebra systems of idempotent entropic algebras.}{TH Darmstadt, Preprint 675.}
\B{82a}{Distributive lattices, generalisations, and related non-associative algebras.}{TH Darmstadt, Preprint 714.}
\B{85}{Modal theory - an algebraic approach to order, geometry and convexity.}{Helderman Verlag, Berlin.}
\B{85a}{From affine to projective geometry via convexity.}{\LNM {\bf 1149}, 255-269.}
\B{?}{On the structure of semilattice sums.}{}

\A{Romanowska A., Traczyk T.}
\B{80}{On commutative BCK-algebras.}{Math. Japonica {\bf 25}, 567-583.}
\B{81}{On the structure of commutative $BCK$-chains.}{Math. Japon {\bf 26}, 433-442.}
\B{82}{Commutative BCK-algebras. Subdirectly irreducible algebras and varieties.}{Math. Japon {\bf 27}, 35-48.}
\B{84}{Simple commutative $BCK$-chains.}{Math. Japon. {\bf 29}, 171-181.}

\A{Romanowska A., Zamojska-Dzienio A.}
\B{05}{Embedding sums of cancellative modes into semimodules.}{\CMJ {\bf 55}, 975-991.}

\A{Romov B.A.}
\B{76}{Local characteristics of Post Algebras I.}{(Russian) Kibernetika, No.5, 38-45.}
\B{77}{Local characteristics of Post Algebras II.}{(Russian) Kibernetika, No.1, 12-20.}
\B{77a}{The Galois correspondence between Post's iterative algebras and relations on an infinite set.}{(Russian) Kibernetika, No.3, 62-64.}
\B{81}{The algebra of partial functions and their invariants.}{(Russian) Kibernetika, No.2, 1-11.}

\A{Rose A.}
\B{53}{A formalization of Sobocinski's three-valued implicational propositional calculus.}{J. Computing systems {\bf 1}, 165-168.}
\B{61}{Self dual binary and ternary connectives for m-valued logic.}{Math. Ann. {\bf 143}, 448-462.}
\B{79}{Many valued propositional calculi without constants.}{9-th \ISMVL, Bath, England, 128-134.}

\A{Rose H.}
\B{84}{Nonmodular lattice varieties.}{Memoirs AMS {\bf 292}.}
\B{84a}{Splitting lattices and splitting algebras.}{Math. Colloq. Univ. Cape Town {\bf 13}, 45-55.}

\A{Rosenberg A., Zelinsky D.}
\B{59}{Finiteness of the injective hull.}{Math. Z. {\bf 70}, 372-380.}

\A{Rosenberg I.G.}
\B{65}{La structure des fonctions de plusieurs variables sur un ensemble fini.}{\CR A-B {\bf 260}, 3817-3819.}
\B{66}{Zu einigen Fragen der Superpositionen von Funktionen mehrerer Ver\"anderlichen.}{Bul. Inst. Politehn. Ia\c si {\bf 12}/1--2, 7-15.}
\B{66a}{Abbildung abgeschlossener Algebren.}{Bull. Math. Soc. Sci. Math. R. S. Roumanie {\bf 10}, 329-334.}
\B{67}{Maximale Gegenketten im Verband $3^n$.}{Arch. Math. (Brno) {\bf 3}, 185-190.}
\B{69}{The application of ternary semigroups to the study of n-valued Sheffer functions.}{Notre Dame J. of Formal Logic {\bf 10}, 90-94.}
\B{69a}{Maximal clones on algebras A and $A^r$.}{Rend. Circ. Mat. Palermo {\bf 18}, 329-333.}
\B{70}{\"Uber die funktionale Vollst\"andigkeit in der mehrwertigen Logiken.}{Rozpravy \v CSAV, \v Rada mat. a p\v r\'\i r. v\v ed {\bf 80}, 93pp.}
\B{70a}{Algebren und Relationen.}{Elektronische Informationsverarbeitung und Kybernetik {\bf 6}, 115-124.}
\B{70b}{Complete sets for finite algebras.}{Math. Nachr. {\bf 44}, 253-258.}
\B{71}{A classification of universal algebras by infinitary relations.}{\AU {\bf 1}, 350-354.}
\B{73}{Strongly rigid relations.}{Rocky Mountain J. Math. {\bf 3}, 631-639.}
\B{74}{Universal algebras with all operations of bounded range.}{\CM {\bf 30}, 177-185.}
\B{74a}{Une correspondence de Galois entre les alg\`ebres universelles et les relations dans le m\^eme univers.}{\CR {\bf 279}, 581-582.}
\B{74b}{Some maximal closed classes of operations on infinite sets.}{Math. Ann. {\bf 212}, 157-164.}
\B{75}{Special types of universal algebras preserving a relation.}{Portugaliae Math. {\bf 34}, 174-188.}
\B{75a}{Functional completeness in heterogeneous multiple-valued logics.}{Proc. 1975 Int. Symp. on Multiple-Valued Logics, Bloomington, 36-44.}
\B{75b}{Une correspondence de Galois entre les alg\`ebres universelles et les relations dans le m\^eme univers.}{\CR A-B {\bf 280}, A615-A616.}
\B{76}{The set of maximal closed classes of operations on an infinite set A has card $2^{2^A}$.}{\AM {\bf 27}, 561-568.}
\B{76a}{Some algebraic and combinatorial aspects of multiple-valued circuits.}{6-th \ISMVL, Logan, Utah, 9-23.}
\B{77}{Completeness properties of multiple-valued logic algebras.}{Computer Science and Multiple-valued Logic, Theory and Application, \NHA, 144-186.}
\B{77a}{On closed classes,basic sets and groups.}{Proc. of the Seventh International Symposium on Multiple-Valued Logic (Charlotte, N.C., 1977), 1-6.}
\B{78}{The subalgebra systems of direct powers.}{\AU {\bf 8}, 221-227.}
\B{79}{On a Galois connection between algebras and relations and its applications.}{\CGA 273-289.}
\B{80}{Linear decompositions of positive real function of binary arguments.}{Utilitas Math. {\bf 17}, 17-34.}
\B{81}{Functional completeness of single generated or surjective algebras.}{\CMSJB {\bf 28}, 635-652.}
\B{81a}{Functionally complete algebras in congruence distributive varieties.}{\AS {\bf 43}, 347-352.}
\B{82}{Clones containing the direct square of a primal algebra.}{12-th \ISMVL, Paris, 30-34.}
\B{83}{Galois theory for partial algebras.}{\LNM {\bf 1004}, 257-272.}
\B{86}{Minimal clones I: the five types.}{\CMSJB {\bf 43}, 405-427.}
\B{?}{A generalization of semigroup rings.}{preprint.}

\A{Rosenberg I.G., Schweigert D.}
\B{82}{Locally maximal clones.}{Elektron. Informationsverarb. Kybernet. {\bf 18}, 389-401.}
\B{84}{Compatible orderings and tolerances of lattices.}{Orders: description and roles {\bf 99}, 119-150.}
\B{?1}{Local clones.}{}
\B{?2}{Locally maximal clones II.}{J. of Automata, Languages and Combinatorics {\bf 5}, 421-455.}

\A{Rosenberg I.G., Szab\'o L.}
\B{84}{Local completeness I.}{\AU {\bf 18}, 308-326.}

\A{Rosenberg I.G., Szendrei \'A.}
\B{83}{Degrees of clones and relations.}{\HJM {\bf 9}, 545-580.}
\B{?}{Submaximal clones with a prime order automorphism.}{}

\A{Rosenbloom P.C.}
\B{42}{Post algebras I. Postulates and general theory.}{Amer. J. Math. {\bf 64}, 167-188.}

\A{Rosenstein J.G.}
\B{76}{$\aleph_0$-categoricity is not inherited by factor groups.}{\AU {\bf 6}, 93-95.}

\A{Rosenthal K.I.}
\B{90}{Quantales and their applications.}{Pitman Research Notes in Mathematical Series {\bf 234}, Longman Sci. Technical, New York.}

\A{Rosick\'y J.}
\B{73}{Full embeddings with a given restriction.}{\CMUC {\bf 14}, 519-540.}
\B{73a}{Strong embeddings into categories of algebras over a monad I.}{\CMUC {\bf 14}, 699-718.}
\B{74}{The topology of the unit interval is not uniquely determined by its continuous self maps among set systems.}{\CM {\bf 31}, 179-188.}
\B{74a}{Remarks on topologies uniquely determined by their continuous self maps.}{\CMJ {\bf 24}, 373-377.}
\B{74b}{Strong embeddings into categories of algebras over a monad II.}{\CMUC {\bf 15}, 131-147.}
\B{74c}{On extensions of full embeddings and binding categories.}{\CMUC {\bf 15}, 631-653.}
\B{75}{Sublattices of the lattice of topologies.}{Acta Fac. Rerum Nat. Univ. Comenian. Math., Special Number, 39-41.}

\A{Rosser J.B., Turquette A.R.}
\B{45}{Axiom schemes for m-valued propositional calculi.}{\JSL {\bf 10}, 61-82.}

\A{Roszkowska B.}
\B{87}{The lattice of varieties of symmetric idempotent entropic groupoids.}{Demonstratio Math. {\bf 20}, 259-275.}
\B{87a}{Idempotentne grupoidy symetryczne i entropiczne.}{Rozprawa doktorska, Warszawa.}
\B{?}{On some varieties of symmetric idempotent entropic groupoids.}{254-274.}

\A{Rota G.-C.}
\B{64}{On the foundations of combinatorial theory. I. Theory of M\"obius functions.}{Z. Wahrscheinlichkeitstheorie und Verw. Gebiete {\bf 2}, 340-368.}

\A{Rother K., Silberger D.M., Wilson M.E.}
\B{96}{The reverse spelling of an FPrt-universal word in two letters.}{\AU {\bf 36}, 202-221.}

\A{Rotman B.}
\B{71}{Remarks on some theorems of Rado on universal graphs.}{\JLMS {\bf 4}, 123-126.}

\A{Rousseau G.}
\B{67}{Completeness in finite algebras with a single operation.}{\PAMS {\bf 18}, 1009-1013.}
\B{70}{Post algebras and pseudo-Post algebras.}{\FM {\bf 67}, 133-145.}

\A{Rowan W.H.}
\B{86}{Tertiary decompositions in lattice modules.}{\AU {\bf 22}, 27-49.}
\B{96}{Enveloping ringoids.}{\AU {\bf 35}, 202-229.}
\B{01}{J\'onsson's theorem in non-modular varieties.}{\AU {\bf 46}, 479-485.}
\B{02}{Algebras with a compatible uniformity.}{\AU {\bf 47}, 13-43.}

\A{Rozen V.V.}
\B{66}{Application of the general theory of algebraic operations to the theory of ordered sets.}{(Russian) Certain Appl. Theory Binary Relations, \ISU, 3-9.}
\B{66a}{Isomorphisms of lattices associated with ordered sets.}{(Russian) Interuniv. Sci. Sympos. General Algebra, Tartu. Gos. Univ., 114-116.}
\B{68}{Predstavleniya algebr n-otnoshenij v algebry binarnykh otnoshenij.}{\IV No.12, 82-91.}
\B{69}{Imbeddings of partial operatives.}{(Russian) Works of young scientists: mathematics and mechanics, No.2, \ISU, 118-123.}
\B{73}{Partial operations in ordered sets.}{(Russian) \ISU.}
\B{77}{Aksiomatizaciya operacij infimuma i supremuma na bazise svyazi Galua.}{98-104.}

\A{Rozenblat B.V.}
\B{02}{Elementary theories of completely simple semigroups.}{Israel J. of Math. {\bf 128}, 355-379.}
\B{02a}{On equations in inverse semigroups.}{\AU {\bf 47}, 153-156.}

\A{Rubanovich G.}
\B{71}{Ordered unary algebras.}{(Russian) Uchen. Zap. Tartu. Gos. Univ. Trudi Mat. Meh. {\bf 11}, 34-48.}

\A{Rubin M.}
\B{76}{The theory of Boolean algebras with a distinguished sybalgebra is undecidable.}{Ann. Sci. Univ. Clermont. No. 60 Math. No. 13, 129-134.}
\B{79}{On the automorphism groups of homogeneous and saturated Boolean algebras.}{\AU {\bf 9}, 54-86.}

\A{Ruckelshausen W.}
\B{79}{Obere Nachbarn von $M_3+N_5$.}{\CGA 291-329.}
\B{83}{Zur Hierarchie kleiner Verbandsvariet\"aten.}{Studentenwerk Darmstadt, Darmstadt, Dissertation.}

\A{Ruckelshausen W., Sands B.}
\B{83}{On finitely generated lattices of width four.}{\AU {\bf 16}, 17-37.}

\A{Rudak L.}
\B{83}{A completeness theorem for weak equational logic.}{\AU {\bf 16}, 331-337.}
\B{87}{Definition of partiality.}{Demonstratio Math. {\bf 20}, 239-245.}
\B{?1}{The lattice of weak varieties.}{}
\B{?2}{The lattice of varieties of 1-algebras.}{}

\A{Rudeanu S.}
\B{64}{Logical dependence of certain chain conditions in lattice theory.}{\AS {\bf 25}, 209-218.}
\B{74}{Boolean functions and equations.}{\NHA.}

\A{Ruedin J.}
\B{63}{Sur une classe de quasigroupes idempotents.}{\CR {\bf 257}, 579-582.}

\A{Rumov B.T.}
\B{82}{O perpendikulyarno razdelimykh kvazigruppakh.}{\MZam {\bf 31}, 527-538.}

\A{Rusinowitch M.}
\B{87}{Path of subterms ordering and recursive decomposition ordering revisited.}{In \Jou, 225-240.}

\A{Rutkowski A., Schr\"oder B.S.W.}
\B{05}{A fixed point theorem with applications to truncated lattices.}{\AU {\bf 53}, 175-187.}

\A{R\accent23u\v zi\v cka P.}
\B{06}{Liftings of distributive lattices by locally matricial algebras with respect to the $Id_c$ functor.}{\AU {\bf 55}, 239-257.}

\A{Ryabukhin Yu.M.}
\B{67}{O nekotorykh mnogoobraziyakh universal'nykh algebr.}{Izv. AN MoldSSR No.8, 25-53.}

\A{Ryabukhin Yu.M., Florya R.S.}
\B{82}{O mnogoobraziyakh, svyazannykh s odnorodnymi algebrami.}{Algebr. i topol. sistemy, 98-120.}

\A{Ryll-Nardzewski C.}
\B{59}{On the categoricity in power $\le\aleph_0$.}{\BAPS {\bf 7}, 545-548.}

\A{Ryll-Nardzewski C., W\c eglorz B.}
\B{67}{Compactness and homomorphisms of algebraic structures.}{\CM {\bf 18}, 233-237.}

\A{Ryter Ch., Schmid J.}
\B{94}{Deciding Frattini is NP-complete.}{Order {\bf 11}, 257-279.}

\A{Ryzhkov V.V., Selivanov Yu.A.}
\B{68}{Chastichno uporyadochennye lupy.}{\MI {\bf 2/4}, 104-123.}

\A{Saade M.}
\B{69}{A comment on a paper by Evans.}{\ZMLG {\bf 15}, 97-100.}
\B{71}{Generating operations of point algebras.}{J. Combin. Theory {\bf 11}, 93-100.}
\B{71a}{On some classes of point algebras.}{\CMUC {\bf 12}, 33-36.}
\B{79}{A note on some varieties of point algebras.}{\CMJ {\bf 29}, 21-26.}

\A{Sabbagh G.}
\B{71}{On properties of countable character.}{\BAuMS {\bf 4}, 183-192.}

\A{Sabidussi G.}
\B{75}{Subdirect representations of graphs.}{\CMSJB {\bf 10}, 1199-1226.}

\A{Sabinin L. V.}
\B{72}{K ekvivalentnosti kategorij lup i odnorodnykh prostranstv.}{DAN SSSR {\bf 205}, 533-536.}

\A{Sachs D.}
\B{61}{Identities in finite partition lattices.}{\PAMS {\bf 12}, 944-945.}
\B{61a}{Partition and modulated lattices.}{\PJM {\bf 11}, 325-345.}
\B{62}{The lattice of subalgebras of a Boolean algebra.}{\CanJM {\bf 14}, 451-460.}

\A{Sade A.}
\B{57}{Groupo\"\i des automorphes par le groupe cyclique.}{\CanJM {\bf 9}, 321-335.}
\B{57a}{Quasigroupes ob\`eissant \`a certaines lois.}{Rev. Fac. sci. Univ. Istanbul A22, 151-184.}
\B{58}{Quasigroupes automorphes par le groupe lin\'eaire et g\'eom\'etrie finie.}{\JR {\bf 199}, 100-120.}
\B{58a}{Groupoides automorphes par le groupe g\'eom\'etrique et quasigroupes "endo".}{\CanJM {\bf 10}, 294-320.}
\B{58b}{Quelques remarques sur l'isomorphisme et l'automorphisme des quasigroupes.}{Abhandl. Math. Seminar Univ. Hamburg {\bf 22}, 84-91.}
\B{59}{Syst\`eme demosien associatif de multigroupo\"\i des avec un scalaire non singulier.}{\ASSB {\bf 73}, 231-234.}
\B{59a}{Solution g\`en\'erale de l'\'equation de transitivit\'e sur un ensemble quelconque avec division bilat\`ere.}{Bull. cl. sci. Acad. roy Belg. {\bf 45}, 451-455.}
\B{59b}{Entropie demosienne de multigroupo\"\i des et de quasigroupes.}{\ASSB {\bf 73}, 302-309.}
\B{59c}{Quasigroupes parastrophiques. Expressions et identit\'es.}{Math. Nachr. {\bf 20}, 73-106.}
\B{60}{Antiautotopie dans des quasigroupes.}{\ASSB {\bf 74}, 5-11.}
\B{60a}{Multigroupo\"\i de sur un syst\`eme demosien de groupo\"\i des.}{\CM {\bf 7}, 181-185.}
\B{60b}{Th\'eorie des syst\`emes demosiens de groupo\"\i des.}{\PJM {\bf 10}, 625-660.}
\B{60c}{Produit direct singulier de quasigroupes ortogonaux et anti-ab\'eliens.}{\ASSB {\bf 74}, 91-99.}
\B{61}{Demosian systems of quasigroups.}{\AMM {\bf 68}, 329-337.}
\B{61a}{Groupo\"\i des en relation associative et semigroupes mutu-element associatifs.}{\ASSB {\bf 75}, 52-57.}
\B{62}{Paratopie et autoparatopie des quasigroupes.}{\ASSB {\bf 76}, 88-96.}
\B{62a}{Semi-automorphisme de groupo\"\i des et de quasigroupes.}{\ASSB {\bf 76}, 97-104.}
\B{63}{Quelques probl\`emes non r\'esolus dans la th\'eorie des groupes.}{Mat. bubliot. No.25, 71-72.}
\B{64}{Le groupe d'anti-autotopie et l'\'equation $Q(X,X^{-1},1)=QP^{12}=Q$.}{\JR {\bf 216}, 199-217.}
\B{64a}{Plusieurs problemes non r\'esolus de la th\'eorie des groupes.}{Matem. vesn. I/2, 161-162.}
\B{64b}{Crit\`eres d'isotopie d'un quasigroupe avec un quasigroupe demi-sym\'etrique.}{Rev. Fac. cienc. Univ. Lisboa A11/1 (1964-65), 121-136.}
\B{65}{Quasigroupes demi-sum\'etriques.}{\ASSB {\bf 79}, 133-143.}
\B{65a}{Quasigroupes demi-sum\'etriques II.}{\ASSB {\bf 79}, 225-232.}
\B{67}{Quasigroupes demi-sum\'etriques III.}{\ASSB {\bf 81}, 5-17.}
\B{67a}{Quasigroupes isotopes. Autotopies d'un groupe.}{\ASSB {\bf 81}, 231-239.}
\B{67b}{Quasigroupes de Cardoso et pseudogroupes de Zelmer.}{An. stiint. Univ. Iasi Sec.1a, 13/1, 5-15.}
\B{67c}{Quasigroupes demi-sym\'etriques. Isotopies pr\'eservant la demi-sym\'etrie.}{Math. Nachr. {\bf 33}, 177-188.}
\B{67d}{Autotopies d'un quasigroupe isotope \`a un quasigroupe demi-sym\'etrique.}{Publ. Elektrotehn. fak. Univ. Beogradu. Ser. - Mat. i fiz. No.175-179, 1-8.}
\B{68}{Quasigroupes parastrophiques. Groupe des automorphismes gauches.}{\ASSB {\bf 82}, 73-78.}
\B{68a}{Autotopies des quasigroupes et des systems associatifs.}{\AM {\bf 4}, 1-23.}
\B{70}{Morphismes de quasigroupes.}{Tables. Rev. Fac. cienc. Univ. Lisboa A13/2 (1970-71), 149-172.}

\A{Saade M.}
\B{79}{A note on some varieties of point algebras.}{\CMJ {\bf 29}, 21-26.}

\A{Sadovnikov E. M.}
\B{76}{Amal'gama yader lupy.}{\SiK 152-171.}

\A{Salehi S.}
\B{05}{Congruence preserving functions of Wilke's tree algebras.}{\AU {\bf 53}, 451-470.}

\A{Salij V.N.}
\B{67}{Semigroups of L-sets.}{(Russian) \Sib {\bf 8}, 659-668.}
\B{69}{Ekvacional'no normal'nye mnogoobraziya universal'nykh algebr.}{Tr. molodykh uchenykh, mat. i mekh., No.2, \ISU, 124-130.}
\B{69a}{Ekvacional'no normal'nye mnogoobraziya polugrupp.}{\IV N0.5, 61-68.}
\B{70}{Lekcii po teorii reshetok.}{\ISU.}
\B{72}{Kompaktno porozhdennaya reshetka s edinstvennymi dopolneniyami buleva.}{\MZam {\bf 12}, 617-621.}
\B{73}{Boolean-valued algebras.}{(Russian) Mat. Sb. {\bf 92}, 550-563.}
\B{74}{Generalized Clifford groups and associations.}{(Russian) Theory of semigroups and its applications no.3, 99-106,154.}
\B{74a}{Homomorphisms of lattices on Boolean lattices and groupoids of lattice transformations.}{(Russian), Studies in algebra {\bf 4}, 102-109, 126.}
\B{75}{Reshetki mnogoobrazij. Reshetochnye otnosheniya.}{Uporyadochennye mnozhestva. \UMR {\bf 3}, 75-100.}
\B{77}{Neskol'ko zamechanij o kvazibulevykh reshetkakh.}{\UMR {\bf 4}, 104-112.}
\B{79}{Nepreryvnaya reshetka s edinstvennymi dopolneniyami distributivna.}{5 Vsesoyuzn. konf. po matem. logike, Novosibirsk, 134.}
\B{80}{Neskol'ko uslovij distributivnosti reshetki s edinstvennymi dopolneniyami.}{\IV No.5, 47-49.}
\B{82}{Regular elements in complete uniquely complemented lattices.}{Banach Center Publ. {\bf 9}, 15-19.}
\B{84}{Lattices with Unique Complements.}{Modern Algebra, Nauka, Moscow (Russian).}
\B{86}{Quasi-boolean lattices and associations.}{\CMSJB {\bf 43}, 429-454.}
\B{88}{Lattices with unique complements.}{Translations of the AMS 69, AMS, Providence, R.I.}

\A{Salij V.N., Kozyr' N.P.}
\B{74}{Geometric lattices, and idempotent algebras.}{(Russian), Ordered Sets and Lattices {\bf 2}, 91-98.}

\A{Salomaa A.}
\B{60}{On the composition of functions of several variables ranging over a finite set.}{Ann. Univ. Turku. Ser. A.I. No.41, 48pp.}
\B{62}{On the number of simple bases of the set of functions over a finite domain.}{Ann. Univ. Turku. Ser. A.I. No.52, 4pp.}
\B{62a}{Some completeness criteria for sets of functions over a finite domain I.}{Ann. Univ. Turku. Ser. A.I. No.53, 10pp.}
\B{63}{On sequences of functions over an arbitrary domain.}{Ann. Univ. Turku. Ser. A.I. No.62, 5pp.}
\B{63a}{Some completeness criteria for sets of functions over a finite domain II.}{Ann. Univ. Turku. Ser. A.I. No.63, 19pp.}
\B{64}{On infinitely generated sets of operations in finite algebras.}{Ann. Univ. Turku, Ser. A I 74, 1-12.}
\B{65}{On the heights of closed sets of operations in finite algebras.}{Ann. Acad. Sci. Fenn. Ser. A I No.363, 12pp.}
\B{90}{Formal languages and power series.}{Chapter 3 in: Handbook of theoretical computer science. Elsevier Sci. Publ. B.V., 103-132.}

\A{Sampei Y.}
\B{53}{On lattice completions and closure operations.}{Comment. Math. Univ. St. Paul {\bf 2}, 55-70 and {\bf 3}, 29-30.}

\A{Samuelson D.J.}
\B{70}{Semi-primal clusters.}{Ann. Scuola Norm. Sup. Pisa {\bf 24}, 689-701.}
\B{71}{On the conversion of binary algebras into semi-primal algebras.}{Ann. Scuola Norm. Sup. Pisa {\bf 25}, 249-267.}
\B{72}{Independent classes of semiprimal algebras.}{Rocky Mountain J. Math. {\bf 2}, 631-639.}

\A{Sandik M.D.}
\B{65}{Edinicy v n-lupakh.}{Materialy IV konf. molodykh uchenykh Moldavii 1964. Sekc. fiz.-matem., Kishinev, 76-79.}
\B{65a}{Uniqueeness of the representation of n-quasigroups.}{(Russian) Studies in General Algebra (Sem.), AN MoldavSSR, Kishinev, 123-135.}
\B{67}{Gomomorfizmy n-lup.}{\MI {\bf 2/1}, 83-100.}
\B{68}{O distributivnosti v n-kvazigruppakh.}{\MI {\bf 3/2}, 161-169.}
\B{71}{Dejstvie kvazigruppy na mnozhestve.}{\VTKL 110-115.}
\B{72}{Algebra mul'tioperacij.}{Izv. AN MoldSSR Nr.1, 31-38.}
\B{77}{Obratimye mul'tioperacii i podstanovki.}{\AS {\bf 39}, 153-161.}

\A{Sandik M.D., Sokolov E.I.}
\B{68}{Total'no-simmetricheskie n-kvazigruppy.}{\MI {\bf 3/2}, 170-182.}
\B{71}{Matricy obrashcheniya i total'no-simmetrichnye n-kvazigruppy.}{\VTKL 115-122.}

\A{Sands B.}
\B{80}{Generating sets for lattices of dimension two.}{Discrete Math. {\bf 29}, 287-292.}
\B{81}{Counting antichains in finite partially ordered sets.}{Discrete Math. {\bf 35}, 213-228.}

\A{Sandu N.I.}
\B{76}{Kvazinormal'nye (normal'nye) sistemy delitelej gruppoidov s deleniem.}{\SiK 172-186.}
\B{78}{Obobshchenie teoremy Fishera dlya distributivnykh kvazigrupp.}{\MZam {\bf 23}, 521-526.}
\B{78a}{Associatorno-nil'potentnye lupy.}{\BASM No.1, 28-33.}
\B{79}{Ob otnositel'no svobodnykh kommutativnykh lupakh Mufang.}{\AiL {\bf 18/2}, 194-205.}
\B{80}{O stroenii CH-kvazigrupp.}{\BASM No.1, 9-15.}

\A{Sandu N.I., Onoj V.I.}
\B{83}{O lokal'no konechnykh distributivnykh kvazigruppakh i CH-kvazigruppakh.}{Kvazigruppy i latinskie kvadraty, 86-92.}

\A{Sanella D., Tarlecki A.}
\B{87}{On observational equivalence and algebraic specification.}{J. Comput. System Sci. {\bf 34}, 150-178.}

\A{Sanerib R.}
\B{74}{Automorphism groups of ultrafilters.}{\AU {\bf 4}, 141-150.}

\A{Sanerib R.A.,Jr.}
\B{75}{Ultraproducts and elementary types of some groups related to infinite symmetric groups.}{\AU {\bf 5}, 24-38.}

\A{Sangalli A.A.L.}
\B{72}{Une approche transformationelle \`a l'alg\`ebre universelle.}{Manuscripta Math. {\bf 6}, 177-205.}
\B{83}{A representation of varieties and their morphisms.}{\AU {\bf 17}, 120-128.}
\B{88}{On the structure and representation of clones.}{\AU {\bf 25}, 101-106.}

\A{Santhakumari C.}
\B{79}{On quotient loops of normal subloops.}{\CanMB {\bf 22}, 517-518.}

\A{Sapir M.V.}
\B{79}{On a lattice of quasivarieties of idempotent semigroups.}{(Russian) Ural. Gos. Univ. Mt. Zap. {\bf 11}, 158-169.}
\B{81}{Semigroup varieties possessing the amalgamation property.}{\CMSJB {\bf 39}, 377-387.}
\B{81a}{Varieties with a finite number of subquasivarieties.}{(Russian), Sib. Mat. Z. {\bf 22}, 168-187.}
\B{81a}{Malye, krossovy i predel'nye mnogoobraziya polugrupp.}{XVI Vsesoyuzn. algebraichesk. konf. Tezisy dokl. ch.2, L., 142-143.}
\B{84}{Polugruppovye tozhdestva grupp.}{IX Vsesoyuzn. simpozium po teorii grupp. Tezisy dokl. M., 61.}
\B{85}{Problemy bernsajdovskogo tipa i tozhdestva konechnykh polugrupp.}{XVIII Vsesoyuzn. algebraichesk. konf. Tezisy dokl. Kishinev, ch.2, 151.}
\B{85a}{The lattice of quasivarieties of semigroups.}{\AU {\bf 21}, 172-180.}
\B{87}{Sushchestvenno beskonechno baziruemye konechnye polugruppy.}{Mat. Sb. {\bf 133}, 154-166.}
\B{87a}{Problemy Bernsajdovskogo tipa i konechnaya baziruemost' v mnogoobraziyakh polugrupp.}{\Izv {\bf 51}, 319-340.}
\B{88}{Sur la propri\'et\'e de base finie pour les pseudovari\'et\'es de semigroupes finis.}{\CR {\bf 306}, 795-797.}
\B{00}{Algorithmic problems for amalgams of finite semigroups.}{J. Algebra {\bf 229}, 514-531.}
\B{?}{Survey of my works in semigroups.}{}

\A{Sapir M.V., Volkov M.V.}
\B{?}{On the joins of semigroup varieties with the variety of commutative semigroups.}{}

\A{Sapir O.B.}
\B{88}{Aksiomaticheskie i bazisnye ryady mnogoobrazij kommutativnykh polugrupp.}{\ASiM 112-119.}
\B{97}{Identities of finite semigroups and related questions.}{Dissertation, Univ. of Nebraska.}
\B{00}{Finitely based words.}{\IJAC {\bf 10}, 457-480.}

\A{Saracino D.}
\B{83}{Amalgamation bases for nil-2 groups.}{\AU {\bf 16}, 47-62.}

\A{Sasaki U.}
\B{52}{Lattice theoreetic characterization of an affine geometry of arbitrary dimensions.}{J. Sci. Hiroshima Univ. Ser. A. {\bf 16}, 223-238.}
\B{53}{Semi-modularity in relatively atomic, upper continuous lattices.}{J. Sci. Hiroshima Univ. Ser. A. {\bf 16}, 409-416.}

\A{Sasaki A., Fujiwara S.}
\B{52}{The decomposition of matroid lattices.}{J. Sci. Hiroshima Univ. Ser. A. {\bf 15}, 183-188.}
\B{52a}{The characterization of partition lattices.}{J. Sci. Hiroshima Univ. Ser. A. {\bf 15}, 189-201.}
\B{53}{Lattice theoretic characterization of geometries satisfying 'Axiome der Verkn\"upfung'.}{Hiroshima J. Ser. A {\bf 16}, 417-423.}

\A{Sauer N., Seibert W., Wille R.}
\B{73}{On free modular lattices over partial lattices with four generators.}{\PHLT 332-382.}

\A{Sauer N., Stone M.G.}
\B{77}{The algebraic closure of a semigroup of functions.}{\AU {\bf 7}, 219-233.}
\B{77a}{The algebraic closure of a function.}{\AU {\bf 7}, 295-306.}
\B{77b}{A Galois correspondence between algebras and endomorphisms.}{\CMSJB {\bf 29}, 691-695.}
\B{77c}{Endomorphism and subalgebra structure; a concrete characterization.}{\AS {\bf 38}, 397-402.}
\B{86}{Monoids and their local closures.}{\CMSJB {\bf 43}, 455-467.}

\A{Sauer N., Stone M.G., Weedmark R.H.}
\B{83}{Every finite algebra with congruence lattice $M_7$ has principal congruences.}{\LNM {\bf 1004}, 273-292.}

\A{Sauer N., Woodrow R.E.}
\B{84}{Finite cutsets and finite antichains.}{Order {\bf 1}, 35-46.}

\A{Savel'ev A.A.}
\B{?}{Semejstvo podsistem algebr sokhraneniya ideala.}{99-106.}

\A{Savitch W.J.}
\B{70}{Relationships between nondeterministic and deterministic tape complexities.}{J. Comput. System Sci. {\bf 4}, 177-192.}

\A{Schein B.M. (Shajn)}
\B{65}{Relation algebras.}{\BAPS {\bf 13}, 1-5.}
\B{65a}{K teoreme Birkgofa-Kogalovskogo.}{\UMN {\bf 20}, 173-174.}
\B{66}{Homomorphisms and subdirect decompositions of semigroups.}{\PJM {\bf 17}, 529-547.}
\B{66a}{Relation algebras.}{(Russian) Sci. Sympos. on General Algebra. Tartu, 130-168.}
\B{66b}{Theory of semigroups as a theory of superpositions of many-place functions.}{(Russian) Sci. Sympos. on General Algebra. Tartu, 169-190.}
\B{70}{Relation algebras and function semigroups.}{\SF {\bf 1}, 1-62.}
\B{72}{On the definitiion of distributive semilattices.}{\AU {\bf 2}, 1-2.}
\B{72a}{A representation theorem for lattices.}{\AU {\bf 2}, 177-178.}
\B{72b}{An example of two non-isomorphic finite subdirectly irreducible bands generating the same variety of bands.}{\SF {\bf 4}, 365-366.}
\B{76}{Injective monars over inverse semigroups.}{\CMSJB {\bf 20}, 519-544.}

\A{Schein B.M., Trohimenko V.S.}
\B{78}{Algebras of multiplace functions.}{\SF {\bf 16}.}

\A{Schepull B.}
\B{76}{\"Uber Quasivariet\"aten von partiellen Algebren.}{Ph. D. Thesis, Akad. der Wiss. der DDR.}

\A{Schmerl J.}
\B{78}{On $\aleph_0$-categoricity of filtered Boolean extensions.}{\AU {\bf 8}, 159-161.}

\A{Schmerl J.H.}
\B{02}{Obstacles to extending Mirsky's theorem.}{Order {\bf 19}, 209-211.}

\A{Schmerl J.H., Trotter W.T.}
\B{93}{Critically indecomposable partially ordered sets, graphs, tournaments and other binary relational structures.}{Discrete Math. {\bf 113}, 191-205.}

\A{Schmid J.}
\B{88}{Lee classes and sentences for pseudocomplemented semilattices.}{\AU {\bf 25}, 223-232.}
\B{99}{Nongenerators, genuine generators and irreducibles.}{\HJM {\bf 25}, 405-416.}
\B{99a}{On maximal sublattices of finite lattices.}{Discrete Math. {\bf 199}, 151-159.}
\B{02}{Quasiorders and sublattices of distributive lattices.}{Order {\bf 19}, 11-34.}

\A{Schmidt E.T.}
\B{62}{\"Uber die Kongruenzverb\"ande der Verb\"ande.}{\PMD {\bf 9}, 243-256}
\B{63}{Universale Algebren mit gegebenen Automorphismengruppen und Unteralgebrenverb\"anden.}{\AS {\bf 24}, 251-254.}
\B{64}{Universale Algebren mit gegebenen Automorphismengruppen und Kongruenzverb\"anden.}{\AH {\bf 15}, 37-45.}
\B{66}{\"Uber endliche Verb\"ande, die in einen Zerlegungsverband einbettbar sind.}{\SSMH {\bf 1}, 427-429.}
\B{68}{Zur Charakterisierung der Kongruenzverb\"ande der Verb\"ande.}{\MCSAV {\bf 18}, 3-20..}
\B{69}{Kongruenzrelationen algebraischer Strukturen.}{Veb Deutscher Verlag, Berlin.}
\B{70}{Eine Verallgemeinerung des Satzes von Schmidt-Ore.}{\PMD {\bf 17}, 283-287.}
\B{70a}{\"Uber regul\"are Mannigfaltigkeiten.}{\AS {\bf 31}, 197-201.}
\B{72}{On n-permutable equational classes.}{\AS {\bf 33}, 29-30.}
\B{74}{Every finite distributive lattice is the congruence lattice of some modular lattice.}{\AU {\bf 4}, 49-57.}
\B{74a}{Remark on lattice varieties defined by partial lattices.}{Studia Sci. Math. Hung. {\bf 9}, 195-198.}
\B{75}{On the length of the congruence lattice of a lattice.}{\AU {\bf 5}, 98-100.}
\B{75a}{On finitely generated simple modular lattices.}{\PMH {\bf 6}, 213-216.}
\B{75b}{On the characterization of the congruence lattices of lattices.}{Proc. of the Lattice Theory Conference (Ulm, 1975), 162-179.}
\B{76}{Lattices generated by partial lattices.}{\CMSJB {\bf 14}, 343-353.}
\B{76a}{On the variety generated by all modular lattices of breadth two.}{Houston J. of Math. {\bf 2}, 415-418.}
\B{79}{Starre Quotienten in modularen Verb\"anden.}{\CGA 331-339.}
\B{79a}{Remark on compatible and order-represerving function on lattices.}{\SSMH {\bf 14}, 139-144.}
\B{79b}{Remark on generalized function lattices.}{\AH {\bf 34}, 337-339.}
\B{79c}{Remarks on finitely projected modular lattices.}{\AS {\bf 41}, 187-190.}
\B{81}{The ideal lattice of a distributive lattice with 0 is the congruence lattice of a lattice.}{\AS {\bf 43}, 153-168.}
\B{81a}{On finitely projected modular lattices.}{\AH {\bf 38}, 45-51.}
\B{82}{A survey on congruence lattice representations.}{Teubner-Texte zur Mathematik {\bf 42}, Leipzig, 115pp.}
\B{84}{Congruence lattices of complemented modular lattices.}{\AU {\bf 18}, 386-395.}
\B{88}{On a representation of distributive lattices.}{\PMH {\bf 19}, 25-31.}
\B{90}{Pasting and semimodular lattices.}{\AU {\bf 27}, 595-596.}
\B{?1}{Remarks on finitely projected modular lattices.}{}
\B{?2}{Remark on generalized function lattices.}{}

\A{Schmidt E.T., Wille R.}
\B{83}{Note on compatible operations of modular lattices.}{\AU {\bf 16}, 395-397.}

\A{Schmidt J.}
\B{52}{\"Uber die Rolle der transfiniten Schlussweisen in einer allgemeinen Idealtheorie.}{Math. Nachr. {\bf 7}, 165-182.}
\B{53}{Einige grundlegende Begriffe und S\"atze aus der Theorie der H\"ullenoperatoren.}{Bericht \"uber die Mathematiker-Tagung in Berlin, January 1953, Deutscher Verlag der Wiss., Berlin, 21-48.}
\B{60}{Peano-R\"aume.}{\ZMLG {\bf 6}, 225-239.}
\B{61}{Einige algebraische \"Aquivalente zum Auswahlaxiom.}{\FM {\bf 50} (1961/62), 485-496.}
\B{61a}{Algebraic operations and algebraic independence in algebras with infinitary operations.}{Math. Japon. {\bf 6} (1961/62), 77-112.}
\B{62}{On the definition of algebraic operations in finitary algebras.}{\CM {\bf 9}, 189-197.}
\B{62a}{Die Charakteristik einer allgemeinen Algebra I.}{Arch. Math. {\bf 13}, 457-470.}
\B{64}{Some properties of algebraically independent sets in algebras with infinitary operations.}{\FM {\bf 55}, 123-137.}
\B{64a}{Concerning some theorems of Marczewski on algebraic independence.}{\CM {\bf 13}, 11-15.}
\B{64b}{Die Charakteristik einer allgemeinen Algebra II.}{\AM {\bf 15}, 286-301.}
\B{65}{\"Uber die Dimension einer partiellen Algebra mit endlichen oder unendlichen Operationen.}{\ZMLG {\bf 11}, 227-239.}
\B{65a}{Die \"uberinvarianten und verwandte Kongruenzrelationen einer allgemeinen Algebra.}{Math. Ann. {\bf 158}, 131-157.}
\B{65b}{Die Charakteristik einer Halbgruppe.}{\AM {\bf 16}, 407-411.}
\B{66}{A general existence theorem on partial algebras and its special cases.}{\CM {\bf 14}, 73-87.}
\B{66a}{Elementare Sprache und Modelle von Relationenstrukturen (in algebraischer Behandlung).}{Manuskript, Bonn.}
\B{68}{Direct sums of partial algebras and final algebraic structures.}{\CanJM {\bf 20}, 872-887.}
\B{70}{A homomorphism theorem for partial algebras.}{\CM {\bf 21}, 5-21.}
\B{75}{Quasi-decompositions, exact sequences, and triple sums of semigroups. General theory.}{Proc. of the Lattice Theory Conference (Ulm, 1975), 180-206.}
\B{77}{Clones and semiclones of operations.}{\CMSJB {\bf 29}, 705-723.}
\B{77a}{A construciton of large lattices by almost split sequences.}{Arch. Math. (Basel) {\bf 29}, 481-484.}

\A{Schmidt J., Tsinakis C.}
\B{75}{Relative pseudo-complements, join-extensions, and meet-retractions.}{\PHLT 233-251.}

\A{Schmidt R.}
\B{06}{Planar subgroup lattices.}{\AU {\bf 55}, 3-12.}

\A{Schmitt P.H.}
\B{83}{Algebraically complete lattices.}{\AU {\bf 17}, 135-142.}

\A{Scholander M.}
\B{49}{On the existence of the inverse operation in alternation groupoids.}{\BAMS {\bf 55}, 746-757.}

\A{Schriever K.-H.}
\B{74}{Morphismen von Relationen- und Verkn\"upfungsalgebren.}{Ph.D. Thesis, Universit\"at Fridericiana Karlsruhe (Technische Hochschule), Karlsruhe.}

\A{Schr\"oder B.S.W.}
\B{02}{Examples on ordered set reconstruction.}{Order {\bf 19}, 283-294.}
\B{03}{On ordered sets with isomorphic marked maximal cards.}{Order {\bf 20}, 299-327.}
\B{05}{The automorphism conjecture for small sets ans series-parallel sets.}{Order {\bf 22}, 371-387.}

\A{Schuff H.K.}
\B{54}{\"Uber die Summation neutraler Zerschlagungen in beliebigen algebraischen Bereichen.}{Math. Nachr. {\bf 11}, 295-301.}
\B{55}{Polynome \"uber allgemeinen algebraischen Systemen.}{Math. Nachr. {\bf 13}, 343-366.}

\A{Schupp P.E.}
\B{?}{Varieties and algebraically closed algebras.}{\AU.}

\A{Sch\"utzenberger M.}
\B{45}{Sur certains axiomes de la th\'eorie des structures.}{\CR {\bf 221}, 218-220.}
\B{47}{Remarques sur la notion de clivage dans les structures alg\'ebriques et son application aux treillis.}{\CR {\bf 224}, 512-514.}
\B{53}{Le probl\`eme des mots dans les treillis modulaires libres.}{\CR {\bf 237}, 507-508.}

\A{Schwabauer R.}
\B{69}{A note on commutative semigroups.}{\PAMS {\bf 20}, 503-504.}
\B{69a}{Commutative semigroup laws.}{\PAMS {\bf 22}, 591-595.}

\A{Schwan W.}
\B{48}{Perspektivit\"aten in allgemeinen Verb\"anden.}{Math. Z. {\bf 51}, 126-134.}
\B{48a}{Ein allgemeiner Mengenisomorphiesatz der Theorie der Verb\"ande.}{Math. Z. {\bf 51}, 346-354.}
\B{49}{Zusammensetzung von Schwesterperspektivit\"aten in Verb\"anden.}{Math. Z. {\bf 52}, 150-167.}
\B{49a}{Ein Homomorphiesatz der Theorie der Verb\"ande.}{Math. Z. {\bf 52}, 193-201.}

\A{Schweigert D.}
\B{75}{Some remarks on polarity lattices and on ortholattices.}{Proc. of the Lattice Conf. Ulm, 254-256.}
\B{78}{On order-polynomially complete algebras.}{Notices AMS {\bf 25}, A-582.}
\B{79}{On semigroups of polynomial functions.}{\SF {\bf 18}, 5-8.}
\B{79a}{On prepolynomially complete algebras.}{\JLMS {\bf 20}, 179-185.}
\B{79b}{Polarities of Pappian geometric lattices.}{\CGA 341-344.}
\B{81}{Compatible relations of modular and orthomodular lattices.}{\PAMS {\bf 81}, 462-464.}
\B{81a}{Polynomvollst\"andige, atomistische Polarit\"atsverb\"ande.}{Abh. Math. Semin. Univ. Hamburg {\bf 51}, 50-54.}
\B{82}{Near lattices.}{Math. Slovaca {\bf 32}, 313-317.}
\B{83}{On varieties of clones.}{\SF {\bf 26}, 275-285.}
\B{85}{Clones of term functions of lattices and abelian groups.}{\AU {\bf 20}, 27-33.}
\B{85a}{Distributive associative near lattices.}{Math. Slovaca {\bf 4}, 313-317.}

\A{Schweigert D., Szyma\'nska M.}
\B{83}{Polynomial functions of correlation lattices.}{\AU {\bf 16}, 355-359.}
\B{?}{On distributive correlation lattices.}{}

\A{Schweigert D., Wismath S.L.}
\B{97}{Derived varieties of semigroups and groupoids.}{\AU {\bf 38}, 36-55.}

\A{Scott B.M.}
\B{81}{A characterization of well-orders.}{\FM {\bf 111}, 71-76.}

\A{Scott D.}
\B{56}{Equationally complete extensions of finite algebras.}{Indag. Math. {\bf 5}, 935--938.}
\B{76}{Data types as lattices.}{SIAM J. Comput. {\bf 5}, 522-587.}

\A{Scott W.}
\B{51}{Algebraically closed groups.}{\PAMS {\bf 2}, 118-121.}

\A{Scrimger E.B.}
\B{75}{A large class of small varieties of lattice-ordered groups.}{\PAMS {\bf 51}, 301-306.}

\A{\v S\v cukin K.K.}
\B{93}{A note on simple medial quasigroups.}{\CMUC {\bf 34}, 221-222.}

\A{Sedl\'a\v cek L.}
\B{64}{Univerz\'aln\'\i\ algebry.}{Acta Univ. Palack. Olomoucensis, Fac. Rer. Nat. {\bf 15}, 39-68.}
\B{66}{An application of the generalized Jordan-H\"older theorem in the theory of direct products of sets with operators. (Czech)}{Sb. Prac\'\i\ P\v r\'\i rodov\v ed. Fak. Univ. Palack\'eho v Olomouci {\bf 21}, 45-57.}
\B{75}{Beitrag zum Problem des inneren direkten Produkte von Gruppoiden.}{\AFRC 43-45.}

\A{Seif S.}
\B{90}{A note on free algebras of discriminator algebras.}{\AU {\bf 27}, 150-151.}

\A{Seifert R., Jr.}
\B{71}{On prime binary relational structures.}{\FM {\bf 70}, 187-203.}

\A{Sekanina M.}
\B{69}{Embedding of the category of partially ordered sets into the category of topological spaces.}{\FM {\bf 66}, 95-98.}
\B{71}{Number of polynomials in ordered algebras.}{\CM {\bf 22}, 181-192.}
\B{71a}{Realization of ordered sets by universal algebras.}{Mini-conference on universal algebra, Szeged, 11-12.}
\B{71b}{Embedding of the category of ordered sets in the category of semigroups.}{\AFRC 77-79.}
\B{72}{Algebraische Operationen in universellen Algebren.}{Studien zur Algebra und ihre Anwendungen (mit Anwendungen in der Mathematik, Physik und Rechentechnik). Schr. Zentralinst. Math. Mech. Akad. Wissensch. DDR, Heft 16, Akademie Verlag, Berlin, 83-86.}
\B{72a}{Realisation of ordered sets by means of universal algebras, especially by semigroups.}{Theory of sets and topology, VEB Deutsch. Verlag Wissensch., Berlin, 455-466.}

\A{Sekaninov\'a A.}
\B{73}{On algebras having at most two algebraic operations depending on n variables.}{\v Casopis P\v est. Mat. {\bf 98}, 113-121, 212.}

\A{Sekaninov\'a A., Sekanina M.}
\B{71}{On the number of polynomials in ordered algebra.}{\CMJ {\bf 21}, 391-398.}

\A{Selivanov Yu.A.}
\B{70}{Ob uporyadochennykh lupakh.}{\IV {\bf 8}, 103-111.}

\A{Selman A.}
\B{72}{Completeness of calculi for axiomatically defined classes of algebras.}{\AU {\bf 2}, 20-32.}

\A{Semadeni Z.}
\B{63}{Projectivity, injectivity and duality.}{Rozprawy Mat. {\bf 35}.}
\B{63a}{Free and direct objects.}{\BAMS {\bf 69}, 63-66.}
\B{66}{Free objects in the theory of categories.}{\CM {\bf 14}, 107-110.}

\A{Semenova M.V.}
\B{99}{Lattices of suborders.}{Siberian Math. J. {\bf 40}, 577-584.}

\A{Semenova M., Wehrung F.}
\B{04}{Sublattices of lattices of order-convex sets I. The main representation theorem.}{\JA {\bf 277}, 825-860.}

\A{Senft J.R.}
\B{70}{On weak automorphisms of universal algebras.}{Dissertationes Math. {\bf 74}.}
\B{70a}{Endomorphism semigroups of free algebras.}{(Abstract) Notices AMS {\bf 17}, 562.}

\A{Sequeira L.}
\B{03}{Near-unanimity is decomposable.}{\AU {\bf 50}, 149-156.}
\B{06}{On the congruence modularity conjecture.}{\AU {\bf 55}, 495-508.}

\A{Servi M.}
\B{67}{Sulle sottalgebre "normali" di una W-algebra.}{Riv. Mat. Univ. Parma {\bf 8}, 243-250.}

\A{\v Se\v selja B.}
\B{94}{A note on UCEP.}{Proc. of the International Conference General Algebra and Ordered Sets, Olomouc,131-137.}
\B{94a}{On an embedding of the congruence lattice into the subalgebra lattice.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 24}, 143-149.}
\B{97}{On the congruence intersection property.}{Algebra and Model Theory, ed. by A.G. Pinus and K.N. Ponomaryov, Novosibirsk, 160-168.}
\B{01}{On some local properties of weak congruences.}{General Algebra {\bf 13}, 305-308.}

\A{\v Se\v selja B., Tepav\v cevi\'c A.}
\B{90}{Weak congruences and homomorphisms.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 20}, 61-69.}
\B{90a}{Infinitely distributive elements in the lattice of weak congruences.}{General Algebra 1988, Elsevier Science Publishers B.V. (North Holland), 241-253.}
\B{90b}{Special elements of the lattice and lattice identities.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 20}, 21-29.}
\B{92}{On CEP and semimodularity in the lattice of weak congruences.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 22}, 95-106.}
\B{93}{Filters in a weak-congruence lattice.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 23}, 235-243.}
\B{95}{On a characterization of Rees varieties.}{Tatra Mountains Math. Publ. {\bf 5}, 61-69.}
\B{00}{Relative complements in the lattice of weak congruences.}{Publ. Inst. Math. Beograd {\bf 67}, 7-13.}
\B{01}{Weak congruences in universal algebra.}{Institute of Mathematics Novi Sad}
\B{01a}{A note on CIP varieties.}{\AU {\bf 45}, 349-351.}
\B{01a}{On relations satisfying some Horn formulas.}{Acta Univ. M. Belii Math. {\bf 8}, 51-57.}
\B{01b}{On weak congruence lattice representation problem.}{Proc. of the 10. Yugoslav Math. Congress.}

\A{\v Se\v selja B., Vojvodi\'c G.}
\B{88}{Weak congruences of a lattice.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 18}, 205-209.}
\B{89}{On the complementedness of the lattice of weak congruences.}{\SSMH {\bf 24}, 289-293.}
\B{89a}{A note on some lattice characterizations of Hamiltonian groups.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 19}, 179-184.}
\B{89b}{CEP and homomorphic images of algebras.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 19}, 75-80.}

\A{Set\=o Y.}
\B{77}{An example of bounded commutative BCK-algebras.}{\MSN {\bf 5}, 283-284.}
\B{77a}{Some examples of BCK-algebras.}{\MSN {\bf 5}, 397-400.}

\A{\v Seve\v ckov\'a J.}
\B{77}{Compact elements of the lattice of congruences in an algebra.}{\v Cas. p\v est. mat. {\bf 102}, 304-311.}

\A{Shafaat A.}
\B{68}{Clusters of algebras.}{\AiL {\bf 7/5}, 109-116.}
\B{69}{On implicationally defined classes of algebras.}{\JLMS {\bf 44}, 137-140.}
\B{69a}{A remark on a paper of Taimanov.}{\AiL {\bf 8/3}, 373-374.}
\B{70}{Characterizations of some universal classes of algebras.}{\JLMS {\bf 2}, 385-388.}
\B{70a}{A note on quasiprimitive classes of algebras.}{\JLMS {\bf 2}, 489-492.}
\B{70b}{Subcartesian products of finitely many finite algebras.}{\PAMS {\bf 26}, 401-404.}
\B{70c}{On the structure of certain idempotent semigroups.}{\TAMS {\bf 149}, 371-378.}
\B{71}{Lattices of subsemivarieties of certain varieties.}{\JAuMS {\bf 12}, 15-20.}
\B{73}{On products of relational structures.}{\AH {\bf 24}, 13-19.}
\B{73a}{Remarks on quasivarieties of algebras.}{Arch. Math. (Brno) {\bf 9}, 67-71.}
\B{74}{On varieties closed under the construction of power algebras.}{\BAuMS {\bf 11}, 213-218.}
\B{74a}{A note on Mal'cevian varieties.}{\CanMB {\bf 17}, 609.}
\B{74b}{On implicational completeness.}{\CanJM {\bf 26}, 761-768.}
\B{75}{The number of proper minimal quasivarieties of groupoids.}{\PAMS {\bf 49}, 54-58.}
\B{75a}{Boolean groupoids.}{\FM {\bf 88}, 117-120.}

\A{Shagidullin R.R.}
\B{}{Aksiomatiziruemost' odnoj proekcii universal'no aksiomatiziruemogo klassa algebraicheskikh sistem.}{23-27.}

\A{Shallon C.}
\B{79}{Nonfinitely based finite algebras derived from lattices.}{Ph.D. Dissertation, U.C.L.A., 144pp.+viii.}

\A{Shannon R.T.}
\B{74}{Lazard's theorem in algebraic categories.}{\AU {\bf 4}, 226-228.}

\A{Shapiro J.}
\B{87}{Finite equational bases for subalgebra distributive varieties.}{\AU {\bf 24}, 36-40.}
\B{88}{Finite algebras with Abelian properties.}{\AU {\bf 25}, 334-364.}

\A{Sharma B.L.}
\B{76}{Laws for characterising M-loops.}{\ASSB {\bf 90}, 88-94.}
\B{76a}{A special class of C. I. loops as groupids with one law.}{\ASSB {\bf 90}, 284-288.}
\B{76b}{On loops with left inverse property.}{An. sti. Univ. Iasi Sec.1a, {\bf 22/1}, 15-17.}
\B{76c}{Left loops which satisfy the left Bol identity.}{\PAMS {\bf 61}, 189-195.}
\B{77}{Left loops which satisfy the left Bol identity II.}{\ASSB {\bf 91}, 69-78.}
\B{80}{On the algebraic properties of half-Bol loops.}{\ASSB {\bf 93}, 227-240.}
\B{80a}{Bol loops of order $p^n$.}{Nat. Acad. Sci. Lett. {\bf 3}, 208-209.}

\A{Sharma B.L., Johnson K.W.}
\B{80}{Loops and groupoids.}{Boll. Unione mat. ital. B17/3, 813-822.}

\A{Sharma B.L., Sabinin L.V.}
\B{76}{On the existence of half-Bol loops.}{An. sti. Univ. Iasi Sec.1a, {\bf 22/2}, 147-148.}

\A{Sharp H.}
\B{68}{Cardinality of finite topologies.}{J. Combin. Theory {\bf 5}, 82-86.}

\A{Shashkov O.V.}
\B{96}{Ob''edinenie mnogoobrazij s nil'potentnym peresecheniem.}{\AiL {\bf 35}, 228-242.}

\A{Shchukin K.K.}
\B{85}{Dejstvie gruppy na kvazigruppe.}{Uchebnoe posobie po speckursu, Kishinev, KGU.}
\B{86}{K stroeniyu trimedial'nykh kvazigrupp.}{\IsOA, geom. i ikh prilozh. Kishinev, Shtiintsa, 148-154.}
\B{93}{A note on simple medial quasigroups.}{\CMUC {\bf 34}, 221-222.}

\A{Shelah S.}
\B{71}{Every two elementarily equivalent models have isomorphic ultrapowers.}{Israel J. Math. {\bf 10}, 224-233.}
\B{74}{Categoricity of uncountable theories.}{\PTS 187-203.}
\B{75}{A compactness theorem for singular cardinals, free algebras, Whitehead problem and transversals.}{Israel J. Math. {\bf 21}, 319-349.}
\B{80}{On a problem of Kurosh, J\'onsson groups, and applications.}{Word Problems II (Adian, Boone and Higman, Eds.), North-Holland, Amsterdam, 373-394.}
\B{83}{On the number of non conjugate subgroups.}{\AU {\bf 16}, 131-146.}
\B{01}{Constructing Boolean algebras for cardinal invariants.}{\AU {\bf 45}, 353-373.}

\A{Shemetkov L.A.}
\B{84}{O proizvedenii formacij algebraicheskikh sistem.}{\AiL {\bf 23/6}, 721-729.}

\A{Sheremet M.S.}
\B{01}{Quasivarieties of Cantor algebras.}{\AU {\bf 46}, 193-201.}

\A{Shevrin L.N.}
\B{64}{Proektirovaniya polustruktur.}{DAN SSSR {\bf 154}, 538-541.}
\B{72}{Densely imbedded ideals of algebras.}{(Russian) Mat. Sb. {\bf 88}, 218-228.}

\A{Shevrin L.N., Martynov L.M.}
\B{71}{O dostizhimykh klassakh algebr.}{\Sib {\bf 12}, 1363-1381.}

\A{Shevrin L.N., Volkov M.V.}
\B{85}{Tozhdestva polugrupp.}{\IV {\bf 11}, 3-47.}

\A{Shishmarev Yu.E.}
\B{79}{Kategorichnye kvazimnogoobraziya kvazigrupp.}{\AiL {\bf 18}, 614-629.}

\A{Shneerson L.M.}
\B{72}{Tozhdestva v polugruppakh s odnim opredelyayushchim sootnosheniem I, II.}{Logika, algebra i vychisl. matem. Ivanovo, t.1/1-2, 139-156; t.1/3-4, 112-124.}
\B{73}{O tozhdestvakh v konechno-opredelennykh polugruppakh.}{Logika, algebra i vychisl. matem. Ivanovo, t.2/1, 163-201.}
\B{74}{O svobodnykh podpolugruppakh konechno-opredelennykh polugrupp.}{\Sib {\bf 15}, 450-454.}
\B{78}{O bazise tozhdestv mnogoobraziya, porozhdaemogo polugruppoj s odnim opredelyayushchim sootnosheniem.}{II. \VSP 104.}
\B{82}{Konechno-opredelennye polugruppy s netrivial'nymi tozhdestvami.}{\Sib {\bf 23}, 160-171.}
\B{83}{O polugruppakh, ne soderzhashchikh neciklicheskikh svobodnykh polugrupp.}{XVII Vsesoyuzn. algebraichesk. konf. Tezisy soobshch. Minsk, ch.2, 275.}
\B{84}{O mnogoobraziyakh, porozhdaemykh polugruppami i monoidami s odnim opredelyayushchim sootnosheniem.}{VINITI 3641-84 Dep.}
\B{04}{Growth, unavoidable words, and M. Sapir's conjecture for semigroup varieties.}{\JA {\bf 271}, 482-517.}

\A{Shoda K.}
\B{41}{\"Uber die allgemeinen algebraischen Systeme I-VIII.}{Proc. Imp. Acad. Tokyo {\bf 17} (1941), 323-327; {\bf 18} (1942), 179-184; {\bf 18}, 227-232; {\bf 18}, 276-279; {\bf 19} (1943), 114-118; {\bf 19}, 259-263; {\bf 19}, 515-517; {\bf 20} (1944), 584-588.}
\B{43}{\"Uber die Schreische Erweiterungstheorie.}{Proc. Imp. Acad. Tokyo {\bf 19}, 518-519.}
\B{47}{General algebra.}{(Japanese) Ky\^oritsu-shuppan, Tokyo.}
\B{49}{Allgemeine Algebra.}{Osaka J. Math. {\bf 1}, 182-225.}
\B{52}{Zur Theorie der algebraischen Erweiterungen.}{Osaka J. Math. {\bf 4}, 133-143.}
\B{54}{\"Uber die nicht algebraischen Erweiterungen algebraischer Systeme.}{Proc. Japan Acad. {\bf 30}, 70-73.}
\B{55}{Bemerkungen \"uber die Existenz der algebraisch abgeschlossener Erweiterung.}{Proc. Japan Acad. {\bf 31}, 128-130.}
\B{57}{Berichtigungen zu den Arbeiten \"uber die Erweiterungen algebraischer Systeme.}{Osaka J. Math. {\bf 9}, 239-240.}

\A{Sholander M.}
\B{51}{Postulates for distributive lattices.}{\CanJM {\bf 3}, 28-30.}

\A{Shur A.M.}
\B{96}{Overlap-free words and Thue-Morse sequences.}{\IJAC {\bf 6}, 353-367.}

\A{Shutov E. G.}
\B{75}{Polugruppy s ideal'nymi podpolugruppami.}{Sovremen. algebra. L., {\bf 3}, 134-158.}

\A{Sichler J.}
\B{67}{Concerning endomorphisms of finite algebra.}{\CMUC {\bf 8}, 405-414.}
\B{67a}{Category of commutative groupoids is binding.}{\CMUC {\bf 8}, 753-755.}
\B{68}{A(1,1) can be strongly embedded into category of semigroups.}{\CMUC {\bf 9}, 257-262.}
\B{68a}{Concerning minimal primitive classes of algebras containing any category of algebras of full subcategory.}{\CMUC {\bf 9}, 627-635.}
\B{71}{One-to-one and onto homomorphisms of bounded lattices.}{\AU {\bf 1}, 267.}
\B{72}{Non-constant endomorphisms of lattices.}{\PAMS {\bf 34}, 67-70.}
\B{73}{Weak automorphisms of universal algebras.}{\AU {\bf 3}, 1-7.}
\B{73a}{Testing categories and strong universality.}{\CanJM {\bf 25}, 370-385.}
\B{75}{Note on free products of Hopfian lattices.}{\AU {\bf 5}, 145-146.}
\B{80}{Group-universal unary varieties.}{\AU {\bf 11}, 12-21.}
\B{?}{Rich small categories.}{}

\A{Sierpi\'nski W.}
\B{34}{Sur les suites infinies de fonctions d\'efinies dans les ensembles quelconques.}{\FM {\bf 24}, 209-212.}
\B{45}{Sur les fonctions de plusieurs variables.}{\FM {\bf 33}, 169-173.}

\A{Sikorski R.}
\B{52}{Products of abstract algebras.}{\FM {\bf 39}, 211-228.}
\B{63}{Products of generalized algebras and products of realizations.}{\CM {\bf 10}, 1-13.}
\B{64}{Boolean algebras.}{Second edition. Ergebnisse der Math. und ihrer Grenzgebiete, Neue Folge 25, Academic Press, New York.}

\A{Silberger D.M.}
\B{80}{When is a term point universal?}{\AU {\bf 10}, 135-154.}
\B{80a}{Universal terms of complexity three.}{\AU {\bf 11}, 393-395.}
\B{83}{Are primitive words universal for infinite symmetric groups?}{\TAMS {\bf 276}, 841-852.}
\B{83a}{On the article: When is a term point universal?}{\AU {\bf 16}, 253-254.}
\B{?}{$B^nA^m$ is universal iff point-universal.}{\AU}

\A{Silcock H.L.}
\B{77}{Generalized wreath products and the lattice of normal subgroups of a group.}{\AU {\bf 7}, 361-372.}

\A{Silva P.V.}
\B{00}{On unique factorization semilattices.}{\DIS {\bf 20}, 97-120.}

\A{Simel'gor E.P.}
\B{74}{Tozhdestva v konechnoj simmetricheskoj polugruppe.}{Sovremen. algebra. L., t.1, 174-188.}
\B{76}{Tozhdestva polugruppy nekotorych endomorfizmov uporyadochennogo mnozhestva.}{Sovremen. algebra. L., t.5, 107-113.}
\B{78}{O tozhdestvakh chetyrekhelementnykh polugrupp.}{Sovremen. algebra. L., 146-152.}

\A{Simmons H.}
\B{72}{Existentially closed structures.}{\JSL {\bf 37}, 293-310.}
\B{74}{The use of injective-like structures in model theory.}{Compositio Math. {\bf 28}, 113-142.}

\A{Simon J.}
\B{73}{An algebraic classification of knots in $S^3$.}{Ann. of Math. {\bf 93}, 1-13.}

\A{Simone A.De, Mundici D., Navara M.}
\B{03}{A Cantor-Bernstein theorem for $\sigma$-complete MV-algebras.}{\CMJ {\bf 53}, 437-447.}

\A{Sioson F. M.}
\B{60}{The structure lattice of a unary algebra.}{Natural and Applied Science Bulletin {\bf 18}, 75-94.}
\B{60a}{Some primal clusters.}{Math. Z. {\bf 75} (1960/61, 201-210.}
\B{61}{Free-algebraic characterizations of primal and independent algebras.}{\PAMS {\bf 12}, 435-439.}
\B{64}{Equational bases of Boolean algebras.}{\JSL {\bf 29}, 115-124.}
\B{66}{On generalized algebras.}{Portugal. Math. {\bf 25}, 67-90.}
\B{67}{A note on congruences.}{Proc. Japan Acad. {\bf 43}, 103-107.}
\B{?}{Decompositions of generalized algebras I,II.}{Proc. Japan Acad. 923-932.}

\A{Sipser M.}
\B{97}{Introduction to the theory of computation.}{PWS Publ. Comp., Boston, MA.}

\A{Siv\'ak B.}
\B{78}{Representation of finite lattice by orders on finite sets.}{Math. Slovaca {\bf 28}, 203-215.}
\B{85}{The structure of the rings assigned to group varieties.}{Math. Slovaca {\bf 35}, 169-173.}

\A{Sizyj S.V.}
\B{88}{Reshetka kvazimnogoobrazij endomodelej.}{\ASiM 120-137.}
\B{94}{Quasivarieties of graphs.}{Sib. Math. J. {\bf 35}, 783-794.}

\A{Skala H. L.}
\B{71}{Trellis theory.}{\AU {\bf 1}, 218-233.}
\B{72}{Trellis theory.}{Memoirs AMS {\bf 121}.}

\A{Sklifos P.I.}
\B{69}{K teorii strukturno uporyadochennykh IP-lup.}{Materialy dokl. V Nauchno-tekhn. konferencii Kishinevsk. politekhn. in-ta. Kishinev, 234-235.}
\B{70}{Ob uporyadochennykh lupakh.}{\AiL {\bf 9}, 714-730.}
\B{71}{Sistema vypuklykh podlup linejno uporyadochennoj lupy.}{\AiL {\bf 10/1}, 45-60.}
\B{80}{K razlozhenii reshetochno uporyadochennykh lup v pryamoe proizvedenie.}{Obshch. algebra i diskretn. geometriya. Mat. nauki. Kishinev, 92-99.}

\A{Skornyakov L.A.}
\B{61}{Dedekindovy struktury s dopolneniyami i regulyarnye kol'ca (sovremennye problemy matematiki).}{M., Fizmatgiz.}
\B{66}{Teoriya struktur.}{Itogi nauki. Algebra. M., VINITI, 237-274.}
\B{70}{\`Elementy teorii struktur.}{M., Nauka.}
\B{71}{Complements in a lattice of congruences.}{(Russian) Mat. Sb. {\bf 88}, 148-181.}
\B{72}{Khollovskie mnogoobraziya polugrupp.}{\MZam {\bf 11}, 463-470.}
\B{73}{Almost direct products.}{(Russian) Trudy Moskov. Mat. Obshch. {\bf 29}, 215-222.}
\B{73a}{Radicals of $\Omega$-rings.}{(Russian) Selected questions of algebra and logic, Izdat. Nauka Sibirsk. Otdel., Novosibirsk, 283-299.}
\B{77}{Unars.}{\CMSJB {\bf 29}, 735-743.}
\B{81}{Convexors.}{\SSMH {\bf 16}, 25-34.}
\B{82}{On the wreath product of monoids.}{Banach Center Publ. {\bf 9}, 181-185.}
\B{86}{The congruence lattice as an act over the endomorphism monoid.}{\CMSJB {\bf 43}, 469-496.}

\A{Slav\'\i k V.}
\B{73}{On skew lattices I.}{\CMUC {\bf 14}, 73-85.}
\B{73a}{On skew lattices II.}{\CMUC {\bf 14}, 493-506.}
\B{74}{Some primitive classes of lattices closed under the formation of projective images.}{\CMUC {\bf 15}, 65-68.}
\B{75}{A note on subquasivarieties of some varieties of lattices.}{\CMUC {\bf 16}, 173-181.}
\B{75a}{On h-primitive lattices.}{\CMUC {\bf 16}, 505-514.}
\B{80}{The amalgamation property of varieties determined by primitive lattices.}{\CMUC {\bf 21}, 473-478.}
\B{80a}{A note on the amalgamation property in lattice varieties.}{\CMSJB {\bf 33}, 723-736.}
\B{85}{On lattices with isomorphic interval lattices.}{\CMJ {\bf 35}, 550-554.}
\B{86}{A note on the lattice of intervals of a lattice.}{\AU {\bf 23}, 22-23.}
\B{91}{On the variety CSub(D).}{\CMUC {\bf  32}, 431-434.}
\B{95}{A note on convex sublattices of lattices.}{\CMUC {\bf 36}, 7-9.}
\B{96}{Lattices with finite W-covers.}{\AU {\bf 36}, 286-315.}
\B{?}{Finiteness of finitely presented lattices.}{}

\A{S\l omczy\'nska K.}
\B{96}{Equivalential algebras. Part I: Representation.}{\AU {\bf 35}, 524-547.}

\A{S\l omi\'nski J.}
\B{56}{On the extending of models III. Extensions in equationally definable classes of algebras.}{\FM {\bf 43}, 69-76.}
\B{58}{Theory of models with infinitary operations and relations.}{\BAPS {\bf 6}, 449-456.}
\B{59}{The theory of abstract algebras with infinitary operations.}{Rozprawy Mat. {\bf 18}, 1-67.}
\B{60}{On the determining of the form of congruences in abstract algebras with equationally definable constant elements.}{\FM {\bf 48}, 325-341.}
\B{60a}{On the embedding of abstract quasi algebras into equationally definable classes of abstract algebras.}{\BAPS {\bf 8}, 11-17.}
\B{60b}{On the common embedding of abstract quasi algebras into equationally definable classes of abstract algebras.}{\BAPS {\bf 8}, 277-282.}
\B{62}{A theory of extensions of map-systems into equationally definable classes of abstract algebras.}{\BAPS {\bf 10}, 621-626.}
\B{62a}{On the solving of systems of equations over quasi algebras and algebras.}{\BAPS {\bf 10}, 627-635.}
\B{64}{A theory of extensions of quasi-algebras to algebras.}{Rozprawy Mat. {\bf 40}, 63pp.}
\B{65}{On certain existence theorems for models.}{\BAPS {\bf 13}, 769-775.}
\B{66}{A theory of P-homomorphisms.}{\CM {\bf 14}, 135-162.}
\B{66a}{On mappings between quasi-algebras.}{\CM {\bf 15}, 25-44.}
\B{67}{On systems of mappings between models.}{Dissertationes Math. {\bf 57}, 60pp.}
\B{68}{Peano algebras and quasi-algebras.}{Dissert. Math. {\bf 57}.}
\B{74}{On the greatest congruence relation contained in an equivalence relation and its applications to the algebraic theory of machines.}{\CM {\bf 29}, 31-43.}
\B{87}{On comparisons of algebras by using the enrichmental theories and cloning systems.}{Demonstratio Math. {\bf 20}, 11-36.}
\B{87a}{Relative cogenerations with applications to tree automata and a theory of abstract algebras with feedback modifications.}{Demonstratio Math. {\bf 20}, 191-214.}

\A{Slupecki J.}
\B{51}{On the systems of tournaments.}{\CM {\bf 2}, 286-290.}

\A{Smiley M.F., Transcue W.R.}
\B{43}{Applications of transitivities of betweenness in lattice theory.}{\BAMS {\bf 49}, 280-287.}

\A{Smirnov D.M.}
\B{69}{Reshetki mnogoobrazij i svobodnye algebry.}{\Sib {\bf 10}, 1144-1160.}
\B{71}{Kantorovy algebry s odnim porozhdayushchim I,II.}{\AiL {\bf 10}, 61-75, 658-667.}
\B{74}{Bazisy i avtomorfizmy svobodnykh kantorovykh algebr konechnogo ranga.}{\AiL {\bf 13/1}, 35-62.}
\B{76}{O regulyarno opredelimykh mnogoobraziyakh algebr.}{\AiL {\bf 15/3}, 331-342.}
\B{77}{Varieties and quasivarieties of algebras.}{\CMSJB {\bf 29}, 745-751.}
\B{78}{O sootvetstvii mezhdu regulyarno opredelimymi mnogoobraziyami unarnykh algebr i polugruppami.}{\AiL {\bf 17/4}, 468-477.}
\B{83}{Usloviya Mal'ceva i predstavimost' mnogoobrazij.}{\AiL {\bf 22/6}, 693-706.}

\A{Smith D.}
\B{71}{Universal homogeneous algebras.}{\AU {\bf 1}, 254-260.}
\B{72}{Non-recursiveness of the set of finite sets of equations whose theories are one based.}{\NDJFL {\bf 13}, 135-138.}

\A{Smith E.C.,Jr., Tarski A.}
\B{57}{Higher degrees of distributivity and completeness in Boolean algebras.}{\TAMS {\bf 84}, 230-257.}

\A{Smith F. A.}
\B{74}{Projectivity of prime quotients and simple lattices.}{J. Algebra {\bf 31}, 257-261.}

\A{Smith J.D.H.}
\B{76}{Mal'cev varieties.}{\LNM 554.}
\B{76a}{Centraliser rings of multiplication groups on quasigroups.}{Math. Proc. Cambridge Phil. Soc. {\bf 79}, 427-431.}
\B{76b}{Finite distributive quasigroups.}{Math. Proc. Cambridge Phil. Soc. {\bf 80}, 37-41.}
\B{78}{On the nilpotence class of commutative Moufang loops.}{Math. Proc. Cambridge Phil. Soc. {\bf 84}, 387-404.}
\B{78a}{A second grammar of associators.}{Math. Proc. Cambridge Phil. Soc. {\bf 84}, 405-415.}
\B{78b}{Finite equationally complete entropic quasigroups.}{\CGA Klagenfurt, 345-356.}
\B{84}{Two enumeration principles for free algebras.}{\AUC {\bf 25}, 53-58.}
\B{97}{Homotopy and semisymmetry of quasigroups.}{\AU {\bf 38}, 175-184.}
\B{?}{Finite codes and groupoid words.}{}
\B{00}{Loops and quasigroups: aspects of current work and prospects for the future.}{\CMUC {\bf 41}, 415-427.}
\B{02}{A coalgebraic approach to quasigroup permutation representations.}{\AU {\bf 48}, 427-438.}
\B{03}{Permutation representations of loops.}{\JA {\bf 264}, 342-357.}
\B{06}{Permutation representations of left quasigroups.}{\AU {\bf 55}, 387-406.}

\A{Snow J.W.}
\B{99}{Maltsev conditions and relations on algebras.}{\AU {\bf 42}, 299-309.}
\B{00}{A constructive approach to the finite congruence lattice representation problem.}{\AU {\bf 43}, 279-293.}
\B{00a}{Generating primitive positive clones.}{\AU {\bf 44}, 169-185.}
\B{03}{Every finite lattice in $V(M_3)$ is representable.}{\AU {\bf 50}, 75-81.}
\B{04}{Relations compatible with near unanimity operations.}{\AU {\bf 52}, 279-288.}
\B{05}{Subdirect products of hereditary congruence lattices.}{\AU {\bf 54}, 65-71.}

\A{Sojkis L.R.}
\B{71}{O special'nykh lupakh.}{\VTKL 122-131.}

\A{Sokhackij F.N.}
\B{83}{O pozicionnykh algebrakh.}{Kvazigruppy i latinskie kvadraty, 104-117.}

\A{Sokol Yu.}
\B{77}{O 27-j probleme Birkgofa.}{\UMR {\bf 4}, 113-122.}

\A{Sokolnicki K.}
\B{77}{A characterization of the category of Boolean algebras I,II.}{Inst. of Math., Polish Academy of Sci., Preprint 101, 105.}

\A{Sokolov E.I.}
\B{67}{Nekotorye svojstva n-operativov.}{Uch. zap. Kishinevsk. un-t {\bf 91}, 15-29.}
\B{68}{Gomomorfizmy n-kvazigrupp.}{\IsOA\ Vyp.I, Kishinev, 54-70.}
\B{69}{O privodimosti (i,j)-associativnykh n-kvazigrupp.}{\BASM No.3, 10-18.}
\B{70}{O funkcional'nom uravnenii obshchej associativnosti.}{Materialy nauch. konf. prof.-prepodavat. sostava Kishinev. un-ta po itogam nauch.-issled. raboty za 1970g. Sekc. estestv. i eksperim. n. Kishinev, 18.}
\B{76}{O teoreme Gluskina-Khossu dlya n-grupp D"ernte.}{\SiK 187-189.}

\A{Sokolov E.I., Belioglo A.I.}
\B{71}{O svojstvakh kommutativnosti m-associativnykh n-kvazigrupp.}{\VTKL 139-145.}

\A{Sokolov E.I., Sokolova L.A.}
\B{76}{Kvazigruppy s obobshchennym svojstvom obratimosti.}{\SiK 190-197.}

\A{Sokolova L.A.}
\B{68}{Nekotorye svojstva gomotopnykh otobrazhenij kvazigrupp.}{\IsOA\ Vyp.I. Kishinev, 71-73.}
\B{69}{Gomotopnye otobrazheniya kvazigrupp so svojstvom obratimosti.}{Materialy dokl. V Nauchno-tekhn. konf. Kishinevsk. politekhn. in-ta. Kishinev, 242-243.}
\B{74}{Obobshchennye IP-kvazigruppy.}{X Nauch.-tekhn. konf. Kishinev. politekhn. in-t. Tezisy dokl. Kishinev, Shtiinca, 176-180.}

\A{Sokolovskaya T.V.}
\B{67}{Multioperation groups as universal algebras with a single operation subordinate to a single identity.}{(Russian) \Sib  {\bf 8}, 853-858.}
\B{71}{Representations of finite universal algebras in finite semigroups.}{(Russian) \MZam {\bf 9}, 285-290.}

\A{Solarin A.R.T., Sharma L.}
\B{81}{On the construction of Bol-loops.}{An. \c sti. Univ. Ia\c si 1a, {\bf 27}, 13-17.}

\A{Sonner J.}
\B{66}{Canonical categories.}{\PCALJ, 272-294.}

\A{Sorkin Yu.I.}
\B{51}{Nezavisimye sistemy aksiom, opredelyayushchie strukturu.}{Ukr. mat. zh. {\bf 3}, 85-97.}
\B{52}{Svobodnye ob''edineniya struktur.}{Mat. sb. {\bf 30}, 677-694.}
\B{54}{O vlozhenii strukturoidov i struktur.}{DAN SSSR {\bf 95}, 931-934.}
\B{59}{O nekotorykh uravneniyakh v distributivnykh kvazigruppakh.}{Uch. zap. Mosk. gos. zaochn. ped. in-ta. Ser. fiz.-matem. {\bf 3}, 82-92.}

\A{Soublin J.-P.}
\B{71}{\'Etude alg\'ebrique de la notion de moyenne.}{J. math. pures et appl. {\bf 50}, 53-264.}

\A{Speed T.P.}
\B{69}{On Stone lattices.}{\JAuMS {\bf 9}, 293-307.}
\B{69a}{Spaces of ideals of distributive lattices I.}{Prime ideals. \BSRL {\bf 38}, 610-628.}
\B{72}{On the order of prime ideals.}{\AU {\bf 2}, 85-87.}
\B{72a}{Profinite posets.}{\BAuMS {\bf 6}, 177-183.}
\B{74}{Spaces of ideals of distributive lattice II. Minimal prime ideals.}{\JAuMS {\bf 18}, 54-72.}

\A{Sperner E.}
\B{28}{Ein Satz \"uber Untermengen einer endlichen Menge.}{Math. Z. {\bf 27}, 544-548.}

\A{Spinks M.}
\B{04}{Ternary and quaternary deductive terms for Nelson algebras.}{\AU {\bf 51}, 125-136.}

\A{Squier C.C., Otto F.}
\B{87}{The word problem for finitely presented monoids and finite canonical rewriting systems.}{Pages 74--82 in J.-P. Jouannaud, editor, Proc. 2nd Rewriting Techniques and Applications, Bordeaux, \LNCS {\bf 256}.}

\A{Stanley M.G.}
\B{66}{Generation of full varieties.}{Michigan Math. J. {\bf 13}, 127-128.}

\A{Stanley R.P.}
\B{71}{Modular elements of geometric lattices.}{\AU {\bf 1}, 214-217.}
\B{72}{Supersolvable lattices.}{\AU {\bf 2}, 197-217.}
\B{73}{An extremal problem for finite topologies and distributive lattices.}{J. Combin. Theory Ser. A {\bf 14}, 209-214.}
\B{74}{Finite lattices and Jordan-H\"older sets.}{\AU {\bf 4}, 361-371.}
\B{84}{Quotients to Peck posets.}{Order {\bf 1}, 29-34.}

\A{Stanovsk\'y D.}
\B{04}{On the equational theory of group conjugation.}{\CGA {\bf 15}, Klagenfurt 2003, AAA66, 177-185.}\R
\B{04a}{On varieties of left distributive left idempotent groupoids.}{Discussiones Math. General Algebra and Applications {\bf 24}, 267-275.}
\B{?}{Commutative idempotent residuated lattices.}{}
\B{05}{Left symmetric left distributive operations on a group.}{\AU {\bf 54}, 97-103.}
\B{07}{Distributive groupoids are symmetric-by-medial: an elementary proof.}{Preprint}

\A{Stanovsk\'y D., Stronkowski M.M.}
\B{00}{Subreducts of modules.}{}

\A{Stebletsova V., Venema Y.}
\B{98}{Q-algebras.}{\AU {\bf 40}, 19-49.}

\A{Steedley D.}
\B{74}{Separable quasigroups.}{Aeq. math. {\bf 11}, 189-195.}
\B{74a}{Separable quasigroups.}{Aeq. math. {\bf 10}, 116-117.}

\A{\c Stef\u anescu M.}
\B{78}{A correspondence between a class of neorings and a class of loops.}{An. Univ. Timi\c soara, Ser. \c sti. mat. {\bf 16}, 89-98.}
\B{78a}{Correspondence between the class of left nonassociative C-rings and a class of loops.}{Atti Accad. naz. Lincei. Rend. Cl. sci. fis., mat. e natur. {\bf 64}, 1-7.}

\A{Stein S.}
\B{96}{The combinatorial degrees of proofs and equations.}{\AU {\bf 35}, 472-484.}

\A{Stein S.K.}
\B{57}{On the foundations of quasigroups.}{\TAMS {\bf 85}, 228-256.}
\B{59}{Left-distributive quasigroups.}{\PAMS {\bf 10}, 577-578.}
\B{63}{Finite models of identities.}{\PAMS {\bf 14}, 216-222.}
\B{64}{Homogeneous quasigroups.}{\PJM {\bf 14}, 1091-1102.}

\A{Steinberg B.}
\B{00}{Polynomial closure and topology.}{\IJAC {\bf 10}, 603-624.}

\A{Steinberger M.}
\B{73}{On multiplicative properties of families of complexes of certain loops.}{\CanJM {\bf 25}, 1066-1077.}

\A{Steinby M.}
\B{77}{On algebras as tree automata.}{\CMSJB {\bf 17}, 441-455.}

\A{Steiner A.K.}
\B{66}{The lattice of topologies: Structure and complementation.}{\TAMS {\bf 122}, 379-398.}
\B{66a}{Complementation in the lattice of $T_1$-topologies.}{\PAMS {\bf 17}, 884-886.}

\A{Steinfeld O.}
\B{60}{\"Uber das Zassenhaussche Lemma in allgemeinen algebraischen Strukturen.}{\AnnUSB {\bf 3-4} (1960/61), 309-314.}
\B{74}{Some remarks on algebraic groupoid-lattices.}{\CMSJB {\bf 14}, 413-420.}
\B{79}{On groupoid-lattices.}{\CGA 357-372.}

\A{Stelleckij I.V.}
\B{60}{Nil'potentnye struktury.}{Trudy Mosk. matem. obshch-va {\bf 9}, 211-235.}

\A{Stepanova A.A.}
\B{84}{Kategorichnye kvazimnogoobraziya abelevykh gruppoidov i kvazigrupp.}{\Sib {\bf 25}, 174-178.}

\A{Stern M.}
\B{76}{On AC-lattices in which the ideal of the finite elements is standard.}{Beitr. zur Algebra und Geom. {\bf 5}, 15-21.}
\B{77}{AC-lattices in which the standard ideals form a chain.}{\PMH {\bf 8}, 253-260.}
\B{77a}{Atomistic Wilcox lattices in which the ideal of the finite elements is standard.}{Beitr. zur Algebra und Geom. {\bf 6}, 101-104.}
\B{78}{Standard ideals in matroid lattices.}{\PMD {\bf 25}, 241-250.}
\B{78a}{Baer lattices.}{Wiss. Z. Univ. Halle {\bf 27/4}, 135-140.}
\B{78b}{Baer lattices II.}{Wiss. Z. Univ. Halle {\bf 27/5}, 65-69.}
\B{78c}{Simplicity in incidence geometries of grade n.}{Math. Nachr. {\bf 82}, 263-267.}
\B{79}{Baer lattices III.}{Wiss. Z. Univ. Halle {\bf 28/1}, 21-24.}
\B{79a}{A note on p-compatible AC-lattices.}{\AH {\bf 33}, 293-297.}
\B{80}{Neatness in certain algebraic lattices.}{\PMD {\bf 27}, 305-308.}
\B{80a}{On derivations in generalized matroid lattices.}{}
\B{81}{Semimodularity in lattices of finite length.}{}

\A{Steven D.}
\B{68}{Topology on finite sets.}{\AMM {\bf 75}, 739-741.}

\A{Stojakovi\v c\ Z.}
\B{74}{Uravnoveshennye tozhdestva na ternarnykh kvazigruppakh.}{\MI {\bf 9/1}, 110-119.}

\A{Stojakovi\v c\ Z., Pauni\'c D.}
\B{80}{Nonlinear multiquasigroups.}{\ZbrP {\bf 10}, 145-148.}
\B{86}{Self-orthogonal cyclic n-quasigroups.}{Aeq. Math. {\bf 30}, 252-258.}

\A{Stojakovi\v c\ Z., U\v san J.}
\B{78}{On a maximal system of functional equations on quasigroups.}{\ZbrP {\bf 8}, 53-57.}
\B{79}{On $\pi$-groupoids.}{Publ. Inst. math. {\bf 26}, 283-288.}
\B{79a}{A classification of finite partial quasigroups.}{\ZbrP {\bf 9}, 185-190.}

\A{Stojmenovski K.}
\B{77}{Za [m,n]-kvazigrupite.}{Godi\v sen zb. Fak. mat. Un-t - Skopje {\bf 28}, 33-37.}
\B{80}{m-dimensional seminets and partial n-quasigroups.}{Algebr. Conf., Skopje, Febr.1-3, 1980. Skopje, 115-120.}

\A{Stone M.G.}
\B{69}{On endomorphism semigroup structure in universal algebras.}{Ph.D. Thesis, Univ. of Colorado.}
\B{71}{Proper congruences do not imply a modular congruence lattice.}{\CM {\bf 23}, 25-27.}
\B{72}{Subalgebra and automorphism structure in universal algebras; a concrete characterization.}{\AS {\bf 33}, 45-48.}
\B{75}{On endomorphism structure for algebras over a fixed set.}{\CM {\bf 33}, 41-45.}

\A{Stone M.G., Weemark R.H.}
\B{83}{On representing $M_n$'s by congruence lattices of finite algebras.}{Discrete Math. Discrete Math. {\bf 44}, 299-308.}

\A{Stone M.H.}
\B{34}{Boolean algebras and their application to topology.}{Proc. N.A.S. {\bf 20}, 197-202.}
\B{35}{Subsumption of the theory of Boolean algebras under the theory of rings.}{Proc. N.A.S. {\bf 21}, 103-105.}
\B{36}{The theory of representations for Boolean algebras.}{\TAMS {\bf 40}, 37-111.}
\B{37}{Topological representations of distributive lattices and Browerian logics.}{\v Casopis P\v est. Mat. {\bf 67}, 1-25.}
\B{37a}{Applications of the theory of Boolean rings to general topology.}{\TAMS {\bf 401}, 375-481.}
\B{38}{The representation of Boolean Algebras.}{\BAMS {\bf 44}, 807-816.}
\B{41}{A general theory of spectra.}{Proc. Nat. Acad. Sci. U.S.A. {\bf 27}, 83-87.}

\A{Straley T.H.}
\B{72}{Construction of Steiner quasigroups containing a specified number of subquasigroups of a given order.}{J. Combin. Theory A {\bf 13}, 374-382.}

\A{Stralka A. R.}
\B{71}{The CEP for compact topological lattices.}{\PJM {\bf 38}, 795-802.}

\A{Strambach K.}
\B{75}{Moufang-Loops und hurwitsche Tern\"ark\"orper.}{Indag. math. {\bf 37/4}, 290-303}
\B{77}{Kommutative distributive Quasigruppen.}{Math.-phys. Semesterber. {\bf 24/1}, 71-83.}
\B{80}{Differenzierbare distributive Quasigruppen.}{Arch. Math. {\bf 35}, 121-126.}
\B{81}{Geometry and loops.}{\LNM {\bf 893}, 111-147.}

\A{Strecker R.}
\B{74}{\"Uber entropische Gruppoide.}{Math. Nachr. {\bf 64}, 361-371.}

\A{Stronkowski M. M.}
\B{?}{Cancellative entropic algebras.}{}
\B{?}{M-cancellative entropic algebras.}{Preprint}
\B{00}{Cancellation in entropic algebras.}{Preprint, 1-26.}
\B{03}{A characterization of varieties equivalent to varieties of affine modules.}{}
\B{05}{On free modes.}{}
\B{06}{On embedding of entropic algebras.}{PhD. Thesis, Warszawa.}

\A{Sturm T.}
\B{72}{Verb\"ande von kernen isotoner Abbildungen.}{\CMJ {\bf 22}, 126-144.}
\B{72a}{\"Aquivalenz- und Ordnungsrelationen.}{\CMJ {\bf 22}, 373-392.}
\B{73}{Zu \"Aquivalenz- und Ordnungsrelationen.}{\CMJ {\bf 23}, 362-374.}
\B{73a}{Einige Charakterisationen von Ketten.}{\CMJ {\bf 23}, 375-391.}
\B{73b}{Jedna ekvivalence na mno\v zin\v e\ uspo\v r\'ad\'an\'\i\ dan\'e mno\v ziny.}{Acta Polytechnica \v CVUT, 109-112.}
\B{77}{On the lattice of kernels of isotonic mappings II.}{\CMJ {\bf 27}, 258-295.}
\B{79}{Lattices of convex equivalences.}{\CMJ {\bf 29}, 396-405.}
\B{82}{Closure operators which preserve the m-compactness.}{Bolletino U.M.I. 1-B, 197-209.}
\B{82a}{On commutative BCK-algebras embeddable into directed commutative BCK-algebras.}{Math. Japonica {\bf 27}, 197-212.}

\A{Subramanian H.}
\B{69}{On theory of x-ideals.}{J. Algebra {\bf 12}, 134-142.}

\A{Sukhanov E.V.}
\B{77}{Mnogoobraziya i svyazki polugrupp.}{\Sib {\bf 18}, 419-428.}

\A{Sundararaman T.R.}
\B{75}{Precomplete varieties of R-algebras.}{\AU {\bf 5}, 397-405.}

\A{Sushkevich A.K.}
\B{37}{Teoriya obobshchennykh grupp.}{Gos. nauch.-tekh. izd. Ukrainy, Khar'kov-Kiev.}

\A{Suszko R.}
\B{74}{Equational logic and theories in sentential languages.}{CM {\bf 29}, 19-23.}

\A{Suter D.}
\B{72}{Charakter von Mengensystemen.}{Math. Ann. {\bf 199}, 37-43.}
\B{73}{n-H\"ullenoperatoren und algebraische Operationen.}{Indag. Math. {\bf 35}, 108-112.}
\B{74}{Relative Algebraisierbarkeit von Untervollverb\"anden eines Unteralgebrensystems.}{\AU {\bf 4}, 229-234.}

\A{Suvorov N.M.}
\B{69}{Ob odnom dostatochnom uslovii polnoj regulyarnosti topologicheskikh lup.}{\MI {\bf 4/2}, 152-155.}
\B{69a}{Teorema dvojstvennosti dlya distributivnykh tranzitivnykh topologicheskikh kvazigrupp.}{\MI {\bf 4/4}, 162-166.}

\A{Suvorov N.M., Kryuchkov N.I.}
\B{76}{Primery nekotorykh kvazigrupp i lup, dopuskayushchikh tol'ko diskretnuyu topologizaciyu.}{\Sib {\bf 17}, 471-473.}

\A{Svenonius L.}
\B{59}{A theorem on permutations in models.}{Theoria (Lund) {\bf 25}, 173-178.}
\B{59a}{$\aleph_0$-categoricity in first-order predicate calculus.}{Theoria (Lund) {\bf 25}, 82-94.}
\B{60}{On minimal models of first order systems.}{Theoria (Lund) {\bf 26}, 44-52.}
\B{65}{On the denumerable models of theories with extra predicates.}{\TM 376-389.}

\A{Swamy K.L.N.}
\B{78}{Isometries in autometrized lattice ordered groups.}{\AU {\bf 8}, 59-64.}

\A{Swamy U.M.}
\B{74}{Representation of universal algebras by sheaves.}{\PAMS {\bf 45}, 55-58.}

\A{Swamy U.M., Rao V.V.R.}
\B{75}{Triple and sheaf representations of Stone lattices.}{\AU {\bf 5}, 104-113.}

\A{\'Swierczkowski S.}
\B{58}{On independent elements in finitely generated algebras.}{\BAPS {\bf 6}, 749-752.}
\B{59}{Algebras independently generated by every n elements.}{\BAPS {\bf 7}, 501-502.}
\B{60}{On isomorphic free algebras.}{\BAPS {\bf 8}, 587-588.}
\B{60a}{Algebras which are independently generated by every n elements.}{\FM {\bf 49} (1960/61), 93-104.}
\B{61}{On isomorphic free algebras.}{\FM {\bf 50}, 35-44.}
\B{62}{A sufficient condition for independence.}{\CM {\bf 9}, 39-42.}
\B{63}{On two numerical constants associated with finite algebras.}{Ann. Mat. Pura Appl. {\bf 62}, 241-245.}
\B{63a}{On the independence of continuous functions.}{\FM {\bf 52}, 41-58.}
\B{64}{Topologies in free algebras.}{\PLMS {\bf 14}, 566-576.}

\A{Sykes S.R.}
\B{03}{Lattice ordered effect algebras.}{\AU {\bf 49}, 191-199.}

\A{Syrbu P.N.}
\B{87}{Ob ortogonal'nosti i samoortogonal'nosti n-arnykh operacij.}{Kvazigruppy. Kishinev, Shtiinca, 121-129.}
\B{88}{O samoortogonal'nosti n-arnykh operacij.}{\MI {\bf 102}, 92-96.}

\A{Sys\l o M.M.}
\B{84}{Minimizing the jump number for partially ordered sets: a graph-theoretic approach.}{Order {\bf 1}, 7-19.}

\A{Szab\'o L.}
\B{75}{Endomorphism monoids and clones.}{\AH {\bf 26}, 279-280.}
\B{75a}{Characterization of some related semigroups of universal algebras.}{\AS {\bf 37}, 143-147.}
\B{78}{Concrete representation of related structures of universal algebras.}{\AS {\bf 40}, 175-184.}
\B{83}{Interpolation in algebras with doubly primitive automorphism groups.}{Elektron. Informationsverarb. Kybernet. {\bf 19}, 603-610.}
\B{83a}{Tolerance-free algebras with a majority function.}{\CGA {\bf 2}, 359-364.}
\B{85}{Tolerance-free infinite algebras having majority term functions and no proper subalgebras.}{\CGA {\bf 3}, 355-363.}
\B{86}{Interpolation in idempotent algebras.}{\CMSJB {\bf 43}, 497-507.}
\B{99}{Algebras that are simple with weak automorphisms.}{\AU {\bf 42}, 205-233.}

\A{Szab\'o L., V\'armonostory E.}
\B{?}{On characteristically simple, conservative algebras.}{}

\A{Szab\'o L., Szendrei \'A.}
\B{79}{Almost all algebras with triply transitive automorphism groups are functionally complete.}{\AS {\bf 41}, 391-402.}
\B{81}{S\l upecki-type criteria for quasilinear functions over a finite dimensional vector space.}{Elektron. Informationsverarb. Kybernet. {\bf 17}, 601-611.}

\A{Szabo M.E.}
\B{74}{A categorical characterization of Boolean algebras.}{\AU {\bf 4}, 192-194.}

\A{Szamko\l owicz L.}
\B{62}{On the problem of existence of finite regular planes.}{\CM {\bf 9}, 245-250.}
\B{63}{Remarks on finite regular planes.}{\CM {\bf 10}, 31-37.}
\B{69}{On Steiner manifolds.}{\CM {\bf 20}, 45-51.}

\A{Sz\'asz F.}
\B{73}{On Hashimotoian universal algebras with some properties of Hopf.}{Math. Japon. {\bf 18}, 229-234.}

\A{Sz\'asz G.}
\B{58}{On complemented lattices.}{\AS {\bf 19}, 77-81.}
\B{63}{Marczewski independence in lattices and semilattices.}{\CM {\bf 10}, 15-20.}
\B{78}{On the de Morgan formulae and the antitony of complements in lattices.}{\CMJ {\bf 28}, 406-440.}

\A{Sz\'ekely Z.}
\B{98}{Computational complexity of the finite algebra membership problem for varieties.}{Ph.D. Thesis, Univ. of South Carolina, Columbia, SC.}
\B{02}{Computational complexity of the finite algebra membership problem for varieties.}{\IJAC {\bf 12}, 811-823.}

\A{Szelepcs\'enyi R.}
\B{88}{The method of forced enumeration for nondeterministic automata.}{Acta Inform. {\bf 26}, 279-284.}

\A{Szendrei \'A.}
\B{76}{The operation ISKP on classes of algebras.}{\AU {\bf 6}, 349-353.}
\B{76a}{Idempotent reducts of abelian groups.}{\AS {\bf 38}, 171-182.}
\B{77}{On affine modules.}{\CMSJB {\bf 17}, 457-464.}
\B{77a}{Torsion theories in affine categories.}{\AH {\bf 30}, 351-369.}
\B{77b}{On the arity of affine modules.}{\CM {\bf 38}, 1-4.}
\B{78}{On closed sets of linear operations over a finite set of square-free cardinality.}{Elektronische Informationsverarbeitung und Kybernetik {\bf 14}, 547-559.}
\B{79}{On weakly commuting operations.}{\CGA 373-380.}
\B{80}{On closed classes of quasilinear functions.}{\CMJ {\bf 30}, 498-509.}
\B{81}{Identities in idempotent affine algebras.}{\AU {\bf 12}, 172-199.}
\B{81a}{Clones of linear operations on finite sets.}{\CMSJB {\bf 28}, 693-738.}
\B{81b}{A new proof of the McKenzie-Gumm theorem.}{\AU {\bf 13}, 133-135; Correction: \AU {\bf 15} (1982) p. 144.}
\B{81c}{Identities satisfied by convex linear forms.}{\AU {\bf 12}, 103-122.}
\B{82}{On the idempotent reducts of modules I, II.}{\CMSJB {\bf 29}, 753-780.}
\B{82a}{Algebras of prime cardinality with a cyclic automorphism.}{\AM {\bf 39}, 417-427.}
\B{83}{Short maximal chains in the lattice of clones over a finite set.}{Math. Nachr. {\bf 110}, 43-58.}
\B{84}{Demi-primal algebras.}{\AU {\bf 18}, 117-128.}
\B{86}{Demi-primal algebras with a single operation.}{\CMSJB {\bf 43}, 509-531.}
\B{86a}{Clones in universal algebra.}{S\'eminaire de Math. Sup\'er., L'Universit\'e de Montr\'eal, Montr\'eal.}
\B{88}{Every idempotent plain algebra generates a minimal variety.}{\AU {\bf 25}, 36-39.}
\B{90}{Simple surjective algebras having no proper subalgebras.}{\JAuMS {\bf 48}, 434-454.}
\B{?1}{On identities satisfied by convex linear forms.}{}
\B{?2}{Identities in idempotent affine algebras.}{\AU.}
\B{?3}{A classification of strictly simple algebras with trivial subalgebras.}{}
\B{?4}{Simple Abelian algebras.}{}
\B{?5}{Term minimal algebras.}{}
\B{?6}{On modules in which idempotent reducts form a chain.}{\CM.}
\B{?7}{On the arity of affine modules.}{\CM.}
\B{?8}{A survey on strictly simple algebras and minimal varieties.}{}
\B{?9}{The primal algebra characterization theorem revisited.}{}

\A{Sz\'ep J.}
\B{68}{Sulle algebre universali I.}{Rend. Mat. {\bf 1}, 363-370.}

\A{Szil\'agyi M.}
\B{72}{Fixed point theorem in the category of universal algebras.}{An. Univ. Timi\c soara Ser. \c Sti. Mat. {\bf 10}, 215-220.}

\A{Szmielew W.}
\B{74}{The role of the Pasch axiom in the foundations of Euclidean geometry.}{\PTS 123-132.}

\A{Szyma\'nska-Bartman M.}
\B{79}{Weak orthogonalities on a partially ordered set.}{\CGA 381-388.}

\A{Tabata H.}
\B{69}{Free structures and universal Horn sentences.}{Math. Japon. {\bf 14}, 101-104.}
\B{71}{A generalized free structure and several properties of universal Horn classes.}{Math. Japon. {\bf 16}, 91-102.}

\A{Tajmanov A.D.}
\B{59}{Class of models closed with respect to direct union.}{(Russian) DAN SSSR {\bf 127}, 1173-1175.}
\B{60}{A class of models closed under direct products.}{(Russian) \Izv {\bf 24}, 493-510.}
\B{61}{Characterization of finitely axiomatizable classes of models.}{(Russian) \Sib {\bf 2}, 759-766.}
\B{61a}{Characteristic properties of axiomatizable classes of models I, II.}{(Russian) \Izv {\bf 25}, 601-620, 755-764.}
\B{62}{The characteristics of axiomatizable classes of models.}{(Russian) \AiL {\bf 1/4}, 4-31.}
\B{63}{On a theorem of Beth and Kochen.}{(Russian) \AiL {\bf 1/6} (1962/63), 4-16.}
\B{74}{On the elementary theory of topological algebras.}{(Russian) \FM {\bf 81}, 331-342.}

\A{Tak\'ach G.}
\B{99}{Pappian implies Arguesian for modular lattices.}{\AU {\bf 42}, 151-152.}

\A{Takada I.}
\B{79}{Computation of cyclic parts of Steinhaus problem for power 8.}{\MSN {\bf 7}, 543-546.}

\A{Takeuchi K.}
\B{51}{On free modular lattices.}{Jap. Jour. Math. {\bf 21}, 53-65.}
\B{51a}{On maximal proper sublattices.}{J. Math. Soc. Japan {\bf 2}, 228-230.}
\B{56}{The word problem for free algebraic systems.}{(Japanese) S\^ugaku {\bf 8} (1956/57), 218-229.}
\B{59}{On free modular lattices II.}{Tohoku Math. J. {\bf 11}, 1-12.}

\A{Tamari D.}
\B{51}{Monoides pr\'eordonn\'es et cha\^\i nes de Malcev.}{Th\'ese, Universit\'e de Paris.}
\B{74}{Formulae for well formed formulae and their enumeration.}{\JAuMS {\bf 17}, 154-162.}

\A{Tamaschke O.}
\B{60}{Submodulare Verb\"ande.}{Math. Z. {\bf 74}, 186-190.}

\A{Tamthai M., Chaiyakul C.}
\B{80}{The endomorphism semigroup of algebras with reflexive elements.}{\AU {\bf 11}, 193-196.}

\A{Tamura S.}
\B{71}{On distributive sublattices of a lattice.}{Proc. Japan Acad. {\bf 47}, 442-446.}
\B{71a}{A note on distributive sublattices of a lattice.}{Proc. Japan Acad. {\bf 47}, 603-605.}

\A{Tamura T.}
\B{66}{Attainability of systems of identities on semigroups.}{J. Algebra {\bf 3}, 261-276.}
\B{68}{Maximal or greatest homomorphic images of given type.}{\CanJM {\bf 20}, 264-271.}
\B{68a}{Notes on medial archimedian semigroups without idempotents.}{Proc. Japan Acad. {\bf 44}, 776-778.}
\B{69}{Semigroups satisfying identity $xy=f(x,y)$.}{\PJM {\bf 31}, 513-521.}

\A{Tamura T., Yaqub F.M.}
\B{65}{Examples related to attainability of identities on lattices and rings.}{Math. Japon. {\bf 10}, 35-39.}

\A{Tan S.K.}
\B{70}{A note on the universal isomorphism theorem of universal algebras.}{Nanta Math. {\bf 4}, 117-122.}

\A{Tan T.}
\B{75}{On transferable distributive lattices.}{Nanta Math. {\bf 8}, No.2, 50-60.}

\A{Tanaka S.}
\B{74}{How to make equivalence closure.}{\MSN {\bf 2}, 167-171.}
\B{75}{On $\land$-commutative algebras.}{\MSN {\bf 3}, 59-64.}
\B{75a}{Examples of BCK-algebras.}{\MSN {\bf 3}, 75-82.}
\B{77}{On $\land$-commutative algebras II.}{\MSN {\bf 5}, 245-247.}

\A{Tanaka T.}
\B{52}{Canonical subdirect factorizations of lattices.}{J. Sci. Hiroshima Univ. Ser. A. {\bf 16}, 239-246.}

\A{Tararin V.M.}
\B{76}{Usloviya uporyadochivaemosti kvazigrupp.}{Mosk. gos. ped. in-t. M., 12pp.}
\B{79}{Ob uporyadochennykh kvazigruppakh.}{\IV No.1, 82-86.}

\A{Tardos G.}
\B{86}{A maximal clone of monotone operations which is not finitely generated.}{Order {\bf 3}, 211-218.}
\B{?}{A not finitely generated maximal clone of monotone operations.}{}

\A{Tarski A.}
\B{30}{Une contribution \`a la th\'eorie de la mesure.}{\FM {\bf 15}, 42-50.}
\B{30a}{Sur les classes d'ensembles closes par rapport \`a certaines op\'erations \'el\'ementaires.}{\FM {\bf 16}, 181-304.}
\B{30b}{Fundamentale Begriffe der Methodologie der deduktiven Wissenschaften I.}{Monatsh. Math. Phys. {\bf 37}, 360-404.}
\B{31}{Sur les ensembles d\'efinissables de nombres r\'eels I.}{\FM {\bf 17}, 210-239.}
\B{35}{Der Wahreitsbegriff in den formalisierten Sprachen.}{Studia Philosophica {\bf 1}, 261-405.}
\B{35a}{Zur Grundlagung der Boole'schen Algebra I.}{\FM {\bf 24}, 177-198.}
\B{36}{Grundz\"uge des Systemenkalk\"uls I,II.}{\FM {\bf 25}, 503-526; {\bf 26}, 283-301.}
\B{38}{Ein Beitrag zur Axiomatik der Abelschen Gruppen.}{\FM {\bf 30}, 253-256.}
\B{41}{On the calculus of relations.}{\JSL {\bf 6}, 73-89.}
\B{46}{A remark on functionally free algebras.}{Ann. of Math. {\bf 47}, 163-165.}
\B{48}{A Decision Method for Elementary Algebra and Geometry.}{RAND Corp., Santa Monica, CA. 2nd rev. ed., University of California Press, Berkeley and Los Angeles California, 1951}
\B{49}{Arithmetical classes and types of mathematical systems, mathematical aspects of arithmetical classes and types, arithmetical classes and types of Boolean algebras, arithmetical classes and types of algebraically closed and real-closed fields.}{\BAMS {\bf 55}, 63-64.}
\B{49a}{Cardinal algebras.}{with an appendix: B. J\'onsson and A. Tarski, Cardinal products of isomorphism types. Oxford University Press, New York.}
\B{52}{Some notions and methods on the borderline of algebra and metamathematics.}{Proc. of the International Congress of Mathematicians, Cambridge, Mass., 1950, AMS, Providence, R.I., 705-720.}
\B{54}{Contributions to the theory of models I, II.}{\NAW {\bf 57}, 572-581, 582-588.}
\B{55}{A lattice-theoretical fixpoint theorem and its applications.}{\PJM {\bf 5}, 285-309.}
\B{55a}{Contributions to the theory of models III.}{\NAW 56-64.}
\B{56}{Ordinal algebras.}{with appendices by Chen-Chung Chang and Bjarni J\'onsson.}{\NHA.}
\B{56a}{Equationally complete rings and relation algebras.}{Indag. Math. {\bf 18}, 39-46.}
\B{56b}{Logic, Semantics, and Metamathematics.}{Clarendon Press, Oxford, England.}
\B{57}{Remarks on direct products of commutative semigroups.}{\MS {\bf 5}, 218-223.}
\B{68}{Equational logic and equational theories of algebras.}{H.A.Schmidt, K.Sch\"utte and H.J.Thiele, eds., Contributions to Math. Logic, \NHA 275-288.}
\B{75}{An interpolation theorem for irredundant bases of closure structures.}{Discrete Math. {\bf 12}, 185-192.}

\A{Tarski A., Givant S.}
\B{56a}{Equationally complete rings and relation algebras.}{Indag. Math. {\bf 18}, 39--46.}
\B{87}{A formalization of set theory without variables.}{Colloquium Publications {\bf 41}, AMS, Providence, R.I.}

\A{Tarski A., Mostowski A., Robinson R.}
\B{53}{Undecidable Theories.}{North Holland Publ. Co., Amsterdam.}

\A{Tarski A., Vaught R.L.}
\B{58}{Arithmetical extensions of relational systems.}{Compositio Math. {\bf 13}, 81-102.}

\A{Tasi\'c B.}
\B{02}{On the partially ordered monoid generated by the operators H, S, P, Ps on classes of algebras.}{J. Algebra {\bf 245}, 1-19.}
\B{04}{A note on homomorphic images, subalgebras and various products.}{\AU {\bf 52}, 431-438.}

\A{T\"auber J.}
\B{74}{Eine specielle Klasse von schwachen Loops I, II.}{Bull. sti. si tehn. Inst. politehn. Timisoara. Ser. mat.-fiz.-mec. teor. si apl. {\bf 19}, 33-37, 145-148.}

\A{Taylor M.A.}
\B{71}{Classical, cartesian and solution nets.}{Mathematica (RSR), {\bf 13/1}, 151-166.}
\B{72}{The generalized equations of bisymmetry associativity and transitivity of quasigroups.}{\CanMB {\bf 15}, 119-124.}
\B{73}{Cartesian nets and groupoids.}{\CanMB {\bf 16}, 347-362.}
\B{73a}{Certain functional equations on groupoids weaker than quasigroups.}{Aeq. math. {\bf 9}, 23-45.}
\B{74}{Closure conditions derived from iterated functions.}{Stud. Univ. Babes - Bolyai. Ser. math.-mech. {\bf 19/2}, 51-55.}
\B{75}{R- and T-groupoids: a generalization of groups.}{Aeq. math. {\bf 12}, 242-248.}
\B{78}{On the generalised equations of associativity and bisymmetry.}{Aeq. math. {\bf 17}, 154-163.}
\B{78a}{A generalization of a theorem of Belousov.}{\BLMS {\bf 10}, 285-286.}

\A{Taylor W.}
\B{69}{Atomic compactness and graph theory.}{\FM {\bf 65}, 139-145.}
\B{70}{Compactness and chromatic number.}{\FM {\bf 67}, 147-153.}
\B{70a}{Convergence in relational structures.}{Math. Ann. {\bf 186}, 215-227.}
\B{70b}{Generalized chromatic numbers.}{in: Combinatorial Structures, Proc. International Congress, Calgary, 1969, Gordon and Breach, New York, 421-422.}
\B{71}{Atomic compactness and elementary equivalence.}{\FM {\bf 71}, 103-112.}
\B{71a}{Some constructions of compact algebras.}{Ann. Math. Logic {\bf 3}, 395-435.}
\B{72}{Residually small varieties.}{\AU {\bf 2}, 33-53.}
\B{72a}{Fixed points of endomorphisms.}{\AU {\bf 2}, 74-76.}
\B{72b}{Note on pure-essential extensions.}{\AU {\bf 2}, 234-237.}
\B{72c}{On equationally compact semigroups.}{\SF {\bf 5}, 81-88.}
\B{72d}{On the coloration of cubes.}{Discrete Math. {\bf 2}, 187-190.}
\B{73}{Characterizing Mal'cev conditions.}{\AU {\bf 3}, 351-397.}
\B{73a}{Products of absolute retracts.}{\AU {\bf 3}, 400-401.}
\B{73b}{A heterogeneous interpolant.}{Nagoya Math. J. {\bf 53}, 31-33.}
\B{74}{Pure-irreducible mono-unary algebras.}{\AU {\bf 4}, 235-243.}
\B{74a}{Uniformity of congruences.}{\AU {\bf 4}, 342-360.}
\B{74b}{A remark on arc length.}{Elemente der Math. {\bf 29}, 68-69.}
\B{75}{The fine spectrum of a variety.}{\AU {\bf 5}, 263-303.}
\B{75a}{Review of seventeen papers on equational compactness.}{\JSL {\bf 40}, 88-92.}
\B{75b}{Continuum many Mal'cev conditions.}{\AU {\bf 5}, 333-335.}
\B{75c}{Equational logic.}{\CMSJB {\bf 17}, 465-501.}
\B{76}{Pure compactifications in quasi-primal varieties.}{\CanJM {\bf 28}, 50-62.}
\B{76a}{Remarks on compactifying semigroups.}{\SF {\bf 12}, 215-219.}
\B{77}{Equational logic.}{\CMSJB {\bf 17}, 465-501.}
\B{77a}{Congruence representation of modular lattices.}{(Abstract) Notices AMS {\bf 24}, A-420,421.}
\B{77b}{Varieties of topological algebras.}{\JAuMS {\bf 23}, 207-241.}
\B{77c}{Varieties obeying homotopy laws.}{\CanJM {\bf 29}, 498-527.}
\B{78}{Baker's finite basis theorem.}{\AU {\bf 8}, 191-196.}
\B{79}{Equational logic.}{Houston J. Math. Survey Issue, iii+83pp.}
\B{79a}{Subdirectly irreducible algebras in regular, permutable varieties.}{\PAMS {\bf 75}, 196-200.}
\B{79b}{Primal topological algebras.}{\AU {\bf 9}, 211-220.}
\B{80}{Mal'tsev conditions and spectra.}{\JAuMS {\bf 29}, 143-152.}
\B{80a}{Some interesting identities.}{Anales del Instituto de Matematicas (Mexico) {\bf 20}, 127-156.}
\B{81}{Some universal sets of terms.}{\TAMS {\bf 267}, 595-607.}
\B{81a}{Laws obeyed by topological algebras - extending results of Hopf and Adams.}{J. Pure and Appl. Alg. {\bf 21}, 75-98.}
\B{81b}{Hyperidentities and hypervarieties.}{Aeq. Math. {\bf 23}, 30-49; 22, 312-314.}
\B{82}{Some applications of the term condition.}{\AU {\bf 14}, 11-24.}
\B{86}{The clone of a topological space.}{Research and Exposition in Mathematics, Helderman-Verlag {\bf 13}.}
\B{87}{A note on interpretations of Heyting algebras.}{\AU {\bf 24}, 289-291.}
\B{88}{Some very weak identities.}{\AU {\bf 25}, 27-35.}
\B{02}{Spaces and equations.}{To appear in \FM}
\B{?1}{A new proof of Gumm's theorem.}{}
\B{?2}{Topological algebras in non-trivial idempotent varieties.}{}
\B{?3}{Abstract clone theory.}{}
\B{06}{W.Taylor: Equations on real intervals.}{\AU {\bf 55}, 409-456.}

\A{Tebyrce E.I.}
\B{68}{Nekotorye voprosy teorii gomotopij v kvazigruppakh.}{\IsOA\ Vyp.I. Kishinev, 74-81.}

\A{Teh H.H.}
\B{68}{A universal isomorphism theorem of universal algebras.}{Nanta Math. {\bf 3}, 1-12.}
\B{68a}{Generalizations of Zassenhaus' lemma for universal algebras.}{Nanta Math. {\bf 3}, 13-19.}

\A{Teh H.H., Chen C.C.}
\B{64}{Some contributions to the study of universal algebras.}{Bull. Math. Soc. Nanyang Univ., 1-62.}
\B{65}{Direct limit of universal algebras.}{Bull. Math. Soc. Nanyang Univ., 48-58.}
\B{68}{Extensions of partial orders on a class of universal algebras.}{Nanta Math. {\bf 2}, 54-67.}

\A{Teh H.H., Lim M.H.}
\B{64}{The net concept in the study of abstract algebras and groups.}{Bull. Math. Soc. Nanyang Univ., 139-152.}

\A{Tepav\v cevi\'c A.}
\B{93}{Special elements of lattices and applications.}{PhD Thesis, Univ. Novi Sad.}
\B{94}{Diagonal relation as a continuous element in a weak congruence lattice.}{Proc. of the International Conference General Algebra and Ordered Sets, Olomouc, 156-163.}
\B{94a}{On the continuous elements of a lattice.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 24}, 151-163.}
\B{97}{On representation of lattices by weak congruences and weak tolerances.}{Algebra and Model Theory, ed. by A.G. Pinus and K.N. Ponomaryov, Novosibirsk, 173-181.}

\A{Terekhov A.A.}
\B{58}{On free products and permutable congruence relations in primitive classes of algebras.}{(Russian) \UMN {\bf 13}, 232.}
\B{58a}{Ob algebrakh s sovpadayushchimi pryamymi i svobodnymi proizvedeniyami.}{Uchen. Zap. Ivan. Ped. Inst. {\bf 18}, 61-66.}

\A{Testov V.A.}
\B{78}{K teorii chastichno uporyadochennykh kvazigrupp.}{Vologod. gos. ped. in-t. Vologda, 14pp.}
\B{79}{Strukturno uporyadochennye kvazigruppy s dvumya netrivial'nymi nositelyami.}{\PMPE 143-148.}
\B{80}{Rasshireniya uporyadochennykh kvazigrupp.}{Vologod. gos. ped. in-t. Vologda, 23pp.}
\B{81}{K teorii reshetochno uporyadochennykh kvazigrupp.}{Tkani i kvazigruppy. Kalinin, 153-157.}
\B{81a}{O reshetochno uporyadochennykh kvazigruppakh s konechnym chislom nositelej.}{Vologod. Gos. ped. in-t. Vologda, 14pp.}

\A{Tewes M.}
\B{01}{Pancyclic in-tournaments.}{Discrete Math. {\bf 233}, 193-204.}

\A{Tewes M., Volkmann L., Yeo A.}
\B{02}{Almost all almost regular c-partite tournaments with $c\geq5$ are vertex pancyclic.}{Discrete Math. {\bf 242}, 202-228.}

\A{Thatcher J.W., Wagner E.G., Wright J.B.}
\B{77}{Free continuous theories.}{IBM Research Report, RC 6906.}

\A{Thomas W.}
\B{90}{Automata on infinite objects.}{Chapter 4 in: Handbook of theoretical computer science. Elsevier Sci. Publ. B.V., 133-191.}

\A{Thomason S.K.}
\B{70}{A proof of Whitman's representation theorem for finite lattices.}{\PAMS {\bf 25}, 618-619.}
\B{70a}{Sublattices and initial segments of the degrees of unsolvability.}{\CanJM {\bf 22}, 569-581.}

\A{Thomass\'e S.}
\B{99}{On better-quasi-ordering countable series-parallel orders.}{\TAMS {\bf 352}, 2491-2505.}

\A{Thompson F.B.}
\B{49}{A note on the unique factorization of abstract algebras.}{\BAMS {\bf 55}, 1137-1141.}

\A{Thrall R.M., Duncan D.G.}
\B{53}{A note on free modular lattices.}{Amer. Jour. Math. {\bf 75}, 627-632.}

\A{Thue A.}
\B{12}{\"Uber die gegenseitige Lage gleicher Teile gewisser Zeichenreihen.}{Videnskabsselskabets Skrifter, I Mat.-nat. K., Christiania.}

\A{Thurston H.A.}
\B{52}{A note on continued products.}{\JLMS {\bf 27}, 239-241.}
\B{52a}{Noncommuting quasigroup congruences.}{\PAMS {\bf 3}, 363-366.}
\B{52a}{Equivalences and mappings.}{\PLMS {\bf 2}, 175-182.}
\B{52b}{The structure of an operation.}{\JLMS {\bf 27}, 271-279.}
\B{58}{Derived operations and congruences.}{\PLMS {\bf 8}, 127-134.}

\A{Tich\'y T., Vin\'arek J.}
\B{72}{On the algebraic characterization of systems of 1-1 partial mappings.}{\CMUC {\bf 13}, 711-720.}

\A{Timm J.}
\B{69}{Produkttreue Klassen universeller Algebren.}{\AM {\bf 20}, 485-490.}
\B{77}{On regular algebras.}{\CMSJB {\bf 17}, 503-514.}

\A{Timofenko G.V.}
\B{80}{Avtomorfizmy svobodnykh gruppoidov nekotorykh R'-mnogoobrazij.}{Sovremen. algebra. Gruppoidy i ikh gomomorfizmy. L., 129-143.}

\A{Tischendorf M.}
\B{92}{The representation problem for algebraic distributive lattices.}{Ph.D. Thesis, Darmstadt.}

\A{Tischendorf M., T\accent23uma J.}
\B{?}{The characterization of congruence lattices of lattices.}{}

\A{Tishchenko A.V.}
\B{80}{The finiteness of a base of identities for five-element monoids.}{\SF {\bf 20}, 171-186.}

\A{Ton D.-R.}
\B{96}{Some properties of lattices of radical classes of lattice-ordered groups.}{\AU {\bf 36}, 190-201.}

\A{Topentcharov V.V.}
\B{67}{Sur les alg\`ebres universelles et la d\'efinition des cat\'egories.}{Bul. Inst. Politehn. Ia\c si (N.S.) {\bf 13}/3-4, 5-9.}
\B{77}{Elements de la th\'eorie des cat\'egories polyadiques.}{\AU {\bf 7}, 277-293.}
\B{88}{Structures alg\'ebriques n-aires g\'en\'eralisant les cat\'egories.}{\AU {\bf 25}, 147-173.}

\A{Torlopova N.G.}
\B{82}{O polugruppakh ranga 2.}{VINITI, 5590-82 Dep.}

\A{Toyoda K.}
\B{41}{On axioms of linear functions.}{Proc. Imp. Acad. Tokyo {\bf 17}, 221-227.}

\A{Traczyk T.}
\B{63}{Axioms and some properties of Post algebras.}{\CM {\bf 10}, 193-209.}
\B{67}{On Post algebras with uncountable chain of constants. Algebras of homomorphisms.}{\BAPS {\bf 15}, 673-680.}
\B{71}{On automorphisms in an algebra with a basis.}{\BAPS {\bf 19}, 701-703.}

\A{Trakhtman A.N.}
\B{74}{O pokryvayushchikh elementakh v strukture mnogoobrazij algebr.}{\MZam {\bf 15}, 307-312.}
\B{74a}{Polugruppy, vse podpolugruppy kotorykh prinadlezhat nekotoromu mnogoobraziyu.}{Matem. zap. Ural'sk. un-ta {\bf 9}, 110-126.}
\B{77}{Mnogoobrazie polugrupp bez neprivodimogo bazisa tozhdestv.}{\MZam {\bf 21}, 865-872.}
\B{79}{O nekotorykh mnogoobraziyakh polugrupp, porozhdennykh konechnymi polugruppami.}{XV Vsesoyuzn. algebraichesk. konf. Tezisy dokladov Krasnoyarsk {\bf 2}, 147.}
\B{81}{Bazis tozhdestv pjatielementnoj polugruppy Brandta.}{Issledov. po sovremen. algebre. Sverdlovsk, 147-149.}
\B{81a}{Grafy tozhdestv odnoj vpolne 0-prostoj pjatielementnoj polugruppy.}{VINITI 5558-81 Dep.}
\B{81b}{Bazisy tozhdestv pjatielementnykh polugrupp.}{XVI Vsesoyuzn. algebraichesk. konf. Tezisy dokladov L., ch.2, 133-134.}
\B{83}{The finite basis question for semigroups of order less than six.}{\SF {\bf 27}, 387-389.}
\B{83a}{The varieties of n-testable semigroups.}{\SF {\bf 27}, 309-318.}
\B{88}{Shestielementnaya polugruppa, porozhdayushchaya mnogoobrazie s kontinuumom podmnogoobrazij.}{\ASiM 140-145.}

\A{Tran Duc Mai}
\B{74}{Partitions and congruences in algebras I. Basic properties.}{Arch. Math. (Brno) {\bf 10/2}, 111-122.}

\A{Trepetin M.S.}
\B{70}{Opisanie polugrupp, otnositel'no svobodnykh v mnogoobraziyakh nil'potentnykh polugrupp.}{Ukr. mat. zh. N0.5, 697-699.}

\A{Trevisan G.}
\B{66}{Una valutazione sui quasi-gruppi finiti.}{Atti. Accad. sci. lettere e arti Palermo, 1964-65, {\bf 25/1}, 93-97.}

\A{Trnkov\'a V.}
\B{66}{Universal category with limits of finite diagrams.}{\CMUC {\bf 7}, 447-456.}
\B{68}{Strong embedding of category of all groupoids into category of semigroups.}{\CMUC {\bf 9}, 251-256.}
\B{69}{On products in generalized algebraic categories.}{\CMUC {\bf 10}, 49-89.}
\B{74}{On minimal realizations of behavior maps in categorial automata theory.}{\CMUC {\bf 15}, 555-566.}
\B{75}{Minimal realizations for finite sets in categorial automata theory.}{\CMUC {\bf 16}, 21-35.}
\B{75a}{On a representation of commutative semigroups.}{\SF {\bf 10}, 203-214.}
\B{76}{On products of binary relational structures.}{\CMUC {\bf 17}, 513-521.}
\B{80}{Isomorphisms of sums of countable Boolean algebras.}{\PAMS {\bf 80}, 389-392.}
\B{82}{Homeomorphisms of box-powers of a space.}{Glasnik mat. {\bf 17}, 131-137.}
\B{86}{Full embeddings into the categories of Boolean algebras.}{\CMUC {\bf 27}, 535-541.}

\A{Trnkov\'a V., Barkhudaryan A.}
\B{02}{Some universal properties of the category of clones.}{\AU {\bf 47}, 239-266.}

\A{Trnkov\'a V., Reiterman J.}
\B{75}{The categories of presheaves containing any category of algebras.}{Dissertationes Math. {\bf 124}.}

\A{Troelstra A.S.}
\B{92}{Lectures on linear logic.}{CSLI Lecture Notes {\bf 29}, CSLI Publications, Stanford.}

\A{Tropin M.P.}
\B{83}{Embedding a free lattice in a lattice of quasivarieties of distributive lattice with pseudocomplementation.}{Algebra Logic {\bf 22}, 113-119.}
\B{87}{O bazisakh kvazitozhdestv konechnykh distributivnykh p-algebr.}{\AiL {\bf 26/4}, 456-480.}
\B{88}{O konechnykh psevdobulevykh i topobulevykh algebrakh, ne imeyushchikh nezavisimogo bazisa tozhdestv.}{\AiL {\bf 27/1}, 79-99.}

\A{Trotter W.T.,Jr., Moore J.I.}
\B{75}{The dimension of planar posets.}{Notices AMS {\bf 22}, A-44.}

\A{Trpenobski B., \v Cupona G.}
\B{61}{Finitary associative operations with neutral elements.}{(Macedonian) Bull. Soc. Math. Phys. Mac\'edonie {\bf 12}, 15-24.}

\A{Trueman E.C.}
\B{83}{The lattice of congruences on direct products of cyclic semigroups and certain other semigroups.}{Proc. Roy. Soc. Edinburgh {\bf 95}, 203-214.}

\A{Tru\"ol K.}
\B{69}{Mengentheoretische Eigenschaften von Systemen unabh\"angiger Mengen.}{Gessellschaft f\"ur Mathematik und Datenverarbeitung, Bonn.}

\A{Tschantz S.T.}
\B{83}{Constructions in clone theory.}{Ph.D. Thesis, University of California, Berkeley.}
\B{84}{More conditions equivalent to congruence modularity.}{\LNM {\bf 1149}, 270-282.}
\B{88}{A finitely presented HNN-extension example: non-finitely generated groups, and an application of small cancellation theory.}{J. Pura and Appl. Algebra {\bf 52}, 153-164.}
\B{90}{Infinite intervals in free lattices.}{Order {\bf 6}, 367-388.}
\B{?}{A simple variety with a long Mal'cev term.}{}

\A{Tsinakis C.}
\B{?}{An extension of W.C. Holland's theorem in the setting of residuated lattices.}{}

\A{Tsinakis C., Wille A.}
\B{?}{Minimal varieties of involutive residuated lattices.}{}

\A{Tsinakis C., Zhang H.}
\B{03}{Order algebras as models of linear logic.}{Preprint}

\A{Tulipani S.}
\B{71}{Cardinali misurabili e algebre semplici in una variet\`a generata da un'algebra infinitaria m-funzionalmente completa.}{Bull. Un. Mat. Ital. {\bf 4}, 882-887.}
\B{71a}{Alcuni resultati sui reticoli m-algebrici.}{Ann. dell'Univ. di Ferrara {\bf 16/5}, 55-62.}
\B{71b}{Sulla completezza e sulla categoricit\`a della teoria delle W-algebre semplici.}{Ann. dell'Univ. di Ferrara {\bf 17/1}, 1-11.}
\B{72}{Propriet\`a metamatematiche di alcune classi di algebre.}{Rend. Sem. Mat. Univ. Padova {\bf 47}, 177-186.}
\B{72a}{Sulla completezza e sulla categoricit\`a della teoria delle W-algebre semplici.}{Ann. Univ. Ferrara Sez. VII 17, 1-11.}
\B{73}{Sull'aggiunto del funtore dimenticante tra due classi equazionali.}{Atti Accad. Naz. Lincei Rend. Cl. Sci. Fis. Mat. Natur. {\bf 54}, 503-508.}
\B{83}{On the size of congruence lattices for models of theories with definability of congruences.}{\AU {\bf 17}, 346-359.}

\A{T\accent23uma J.}
\B{86}{Perfect chamber systems.}{\CMSJB {\bf 43}, 533-548.}
\B{99}{Intersecting matroids by a hyperplane.}{Europ. J. Combinatorics {\bf 20}, 445-460.}

\A{T\accent23uma J., Wehrung F.}
\B{01}{Simultaneous representations of semilattices by lattices with permutable congruences.}{\IJAC {\bf 11}, 217-246.}
\B{02}{A survey of recent results on congruence lattices of lattices.}{\AU {\bf 48}, 439-471.}
\B{03}{Liftings of diagrams of semilattices by diagrams of dimension groups.}{\PLMS {\bf 87}, 1-28.}

\A{Tumanov V.I.}
\B{82}{Embedding theorems for join-semidistributive lattices.}{Proc. of the 6th All-Union Conference on Math. Logic, Tbilisi, p. 188.}
\B{83}{Finite distributive lattices of quasivarieties.}{Algebra and Logic {\bf 22}, 168-171.}

\A{Tunnicliffe W.R.}
\B{85}{The free completely distributive lattice over a poset.}{\AU {\bf 21}, 133-135.}

\A{Tutte W.T.}
\B{59}{Matroids and graphs.}{\TAMS {\bf 90}, 527-552.}
\B{65}{Lectures on matroids.}{J. Res. Nat. Bur. Standards Sect. B 69B, 1-47.}
\B{71}{Introduction to the theory of matroids.}{American Elsevier, New York.}

\A{Tverberg H.}
\B{67}{On Dilworth's decomposition theorem for partially ordered sets.}{J. Combin. Theory {\bf 3}, 305-306.}

\A{Ufnarovskaya T.P.}
\B{68}{Nekotorye voprosy teorii nepreryvnykh kvazigrupp.}{\IsOA\ Vyp.I. Kishinev, 82-87.}
\B{72}{Ravnomernye struktury IP-lup.}{\BASM No.1, 28-31.}
\B{76}{O svyaznykh i vpolne nesvyaznykh kvazigruppakh i lupakh.}{\SiK 198-202.}

\A{Ulitina N.S.}
\B{73}{Mnogoobraziya polugrupp, porozhdaemye polugruppami vsekh strogo napravlennykh preobrazovanij uporyadochennykh mnozhestv.}{XXVI Gercenovskie chteniya. Matem. Kratkie soderzhanie dokl. L., 35-41.}
\B{83}{Uporyadochennye mnozhestva s odinakovymi tozhdestvami v polugruppakh napravlennykh preobrazovanij.}{Associativn. dejstviya. L., 106-115.}

\A{Urbanik K.}
\B{59}{Representation theorem for Marczewski's algebras.}{\BAPS {\bf 7}, 617-619.}
\B{60}{A representation theorem for Marczewski's algebras.}{\FM {\bf 48} (1959/60), 147-167.}
\B{63}{A representation theorem for $v^*$-algebras.}{\FM {\bf 52}, 291-317.}
\B{63a}{Remarks on independence in finite algebras.}{\CM {\bf 11}, 1-12.}
\B{65}{On algebraic operations in idempotent algebras.}{\CM {\bf 13}, 129-157.}
\B{65a}{On a class of universal algebras.}{\FM {\bf 57}, 327-350.}
\B{65b}{A representation theorem for two-dimensional $v^*$-algebras.}{\FM {\bf 57}, 215-236.}
\B{65c}{Remarks on quasi-symmetrical operations.}{\BAPS {\bf 13}, 389-392.}
\B{66}{Linear independence in abstract algebras.}{\CM {\bf 14}, 233-255.}
\B{66a}{Remarks on symmetrical operations.}{\CM {\bf 15}, 1-9.}
\B{66b}{On some numerical constants associated with abstract algebras.}{\FM {\bf 59}, 263-288.}
\B{68}{On some numerical constants associated with abstract algebras II.}{\FM {\bf 62}, 191-210.}
\B{69}{Remarks on congruence relations and weak automorphisms in abstract algebras.}{\CM {\bf 20}, 1-5.}
\B{69a}{A remark on $v^*$-algebras.}{\CM {\bf 20}, 197-202.}

\A{Urman A.A.}
\B{69}{Gruppoid mnogoobrazij nekotorykh algebr.}{\AiL {\bf 8/2}, 241-250.}
\B{75}{O mnogoobraziyakh algebr s kommutativnym proizvedeniem podmnogoobrazij.}{\MI {\bf 37}, 157-180.}
\B{76}{O mnogoobraziyakh algebr s kommutativnym proizvedeniem podmnogoobrazij II.}{\MI {\bf 38}, 185-195.}

\A{Urquhart A.}
\B{73}{Free distributive pseudo-complemented lattices.}{\AU {\bf 3}, 13-15.}
\B{73}{Free Heyting algebras.}{\AU {\bf 3}, 94-97.}
\B{78}{A topological representation theory for lattices.}{\AU {\bf 8}, 45-58.}
\B{81}{The decision problem for equational theories.}{Houston J. Math. {\bf 7}, 587-589.}
\B{84}{The undecidability of entailment and relevant implication.}{\JSL {\bf 49}, 1059-1073.}

\A{Ursini A.}
\B{72}{Sulle variet\`a di algebre con una buona teoria degli ideali.}{Boll. Una. Mat. Ital. {\bf 6}, 90-95.}
\B{73}{Osservazioni sulle variet\`a BIT.}{Boll. Un. Mat. Ital. {\bf 7}, 205-211.}
\B{73a}{Sui Plurianelli.}{Boll. U.M.I. {\bf 8}, 355-361.}
\B{81}{Ideals and their Calculus I.}{Rapporto Matematico n.41, Universit\'a di Siena.}
\B{84}{Prime ideals in universal algebra.}{\AUC {\bf 25}, 75-87.}
\B{86}{More ideals in universal algebra.}{\CMSJB {\bf 43}, 549-559.}
\B{88}{The many wonders of 0-permutability.}{Manuscript.}
\B{94}{On subtractive varieties I.}{\AU {\bf 31}, 204-222.}
\B{00}{On subtractive varieties, V: congruence modularity and the commutators.}{\AU {\bf 43}, 51-78.}

\A{U\v san J.}
\B{68}{P-polykliki.}{Matem. vesn. {\bf 5}, 319-326.}
\B{69}{Obobshchenie teoremy V. D. Belousova o chetyrekh kvazigrupp na ternarnyj sluchaj.}{Bull. de la Soc. des Math\'ematiciens et des Physiciens de la Rep. Soc. de Mac\'edonie {\bf 20}, 13-17.}
\B{69a}{Nekotorye zamechaniya o poluklikakh i opredelenie AF-kvazigrupp.}{Matem. vesn. {\bf 6/2}, 117-122.}
\B{70}{n-arnyj analog teoremy Belousova o chetyrekh kvazigruppakh i nekotorye ee sledstviya.}{Bull de la Soc. des Math\'ematiciens et des Physiciens de la Rep. Soc. de Mac\'edonie {\bf 21}, 5-17.}
\B{71}{Associativnye v celom sistemy ternarnykh kvazigrupp.}{Math. balkan. {\bf 1}, 273-281.}
\B{72}{Associativnye v celom sistemy ternarnykh kvazigrupp.}{Math. balkan. {\bf 2}, 270-287.}
\B{72a}{Ob odnoj sisteme funkcional'nykh uravnenij obshchej n-arnoj associativnosti na algebre n-arnykh kvazigrupp.}{Math. balkan. {\bf 2}, 288-295.}
\B{74}{O tochnosti, s kotoroj opredeleny gruppa i podstanovki v reshenii sistemy funkcional'nykh uravnenij.}{Publs Inst. math. {\bf 17}, 173-182.}
\B{75}{Associativnye v celom sistemy n-arnykh kvazigrupp (postroeniya iA-sistem). Odno obobshchenie teoremy Khossu-Gluskina).}{Publs Inst. math. {\bf 19}, 155-165.}
\B{76}{Nekotorye sistemy funkcional'nykh uravnenij obshchej associativnosti i ikh svyaz' s funkcional'nymi uravneniyami obshchej associativnosti na algebre kvazigrupp.}{\Zbr No.1, 73-80.}
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\A{U\v san J., Djonin V.}
\B{74}{Reshenie sistemy funkcional'nykh uravnenij.}{Mat. vesn. {\bf 11/3}, 215-221.}

\A{U\v san J., Stojakovi\v c\ Z.}
\B{78}{On a system of functional equations on quasigroups.}{Publs Inst. math. {\bf 23}, 223-228.}
\B{78a}{Orthogonal systems of partial operations.}{\ZbrP {\bf 8}, 47-51.}
\B{79}{D-polnye ortogonal'nye sistemy chastichnykh kvazigrupp.}{\ZbrP {\bf 9}, 175-184.}
\B{80}{Partial quasigroups.}{Algebr. Conf., Skopje, Febr.1-3, 1980. Skopje, 73-85.}

\A{U\v san J., \v Zi\v zovi\v c\ M.}
\B{75}{n-arnyj analog teoremy \v Sauflera.}{Publs Inst. math. {\bf 19}, 167-172.}

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\B{?}{O sootnosheniyakh vida $X=XZ$.}{}

\A{Vaggione D.}
\B{95}{Free algebras in discriminator varieties.}{\AU {\bf 34}, 391-403.}
\B{00}{Equational characterization of the quaternary discriminator.}{\AU {\bf 43}, 99-100.}

\A{Vaggione D.J., Terraf P.S.}
\B{04}{Compact factor congruences imply Boolean factor congruences.}{\AU {\bf 51}, 207-213.}

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\B{47}{Treatise on set topology. Part I.}{Indian Math. Soc., Madras.}
\B{60}{Set topology.}{Second edition. Chelsea, New York.}

\A{Valeriote M.}
\B{87}{Decidable unary varieties.}{\AU {\bf 24}, 1-20.}
\B{89}{Finite simple Abelian algebras are strictly simple.}{\PAMS {\bf 108}, 49-57.}
\B{96}{A residually small, finitely generated, semi-simple variety which is not residually finite.}{\IJAC {\bf 6}, 563-569.}
\B{?}{A modification of Polin's variety.}{}

\A{Valeriote M., Willard R.}
\B{89}{A characterization of locally finite congruence permutable varieties.}{J. Algebra.}

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\B{63}{Levye idealy polugruppy endomorfizmov svobodnoj universal'noj algebry.}{Mat. Sb. {\bf 62}, 371-384.}
\B{63a}{Universal'nye algebry s pravil'nymi, no ne perestanovochnymi kongruenciyami.}{\UMN {\bf 18}, 145-148.}
\B{68}{Ideals of the endomorphism algebra of a free universal algebra.}{(Russian) \MI {\bf 3/2}, 104-112.}
\B{76}{Mappings.}{(Russian) Izdat. Shtiinca, Kishinev.}

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\B{69}{Local independence in finite universal algebras.}{Ph.D. Thesis, Pennsylvania State Univ.}
\B{71}{The spectrum of some classes of free universal algebras.}{\AU {\bf 1}, 46-53.}
\B{72}{The family of locally independent sets in finite algebras.}{\AU {\bf 2}, 68-73.}
\B{74}{The class of algebras in which weak independence is equivalent to direct sums independence.}{\CM {\bf 30}, 187-191.}

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\B{68}{Geometry of quantum theory I.}{The University Series in Higher Math. Van Nostrand, Princeton, N.J.}
\B{70}{Geometry of quantum theory II.}{The University Series in Higher Math. Van Nostrand, Princeton, N.J.}

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\B{63}{Contribution \`a l'\'etude des treillis pseudo-compl\'ement\'es et des treillis de Stone.}{M\'em. Soc. Roy. Sci. Li\`ege Coll. {\bf 8}, No.4.}
\B{64}{Id\'eaux dans les lattis pseudo-compl\'ement\'es.}{\BSRL {\bf 33}, 143-150.}
\B{65}{Congruences dans les demi-lattis.}{\BSRL {\bf 34}, 231-240.}
\B{66}{On the characterization of Stone lattices.}{\AS {\bf 27}, 81-84.}
\B{68}{Alg\`ebres de Lukasiewicz trivalentes.}{\BSRL {\bf 37}, 399-408.}
\B{68a}{A generalization of the notion of pseudocomplementedness.}{\BSRL {\bf 37}, 149-158.}
\B{69}{Modularity and distributivity in partially ordered groupoids.}{\BSRL {\bf 38}, 639-648.}
\B{69}{Fermetures multiplicatives.}{\BSRL {\bf 38}, 101-115.}
\B{70}{Endomorphisms and fully invariant congruences in unary algebras $<A;\Gamma>$.}{\BSRL {\bf 39}, 575-589.}
\B{71}{A pseudo-distance in weak functional digraphs.}{\BSRL {\bf 40}, 207-210.}
\B{72}{Distributive semilattices and Boolean lattices.}{\BSRL {\bf 41}, 5-10.}
\B{75}{Distributive semilattices and Boolean lattices.}{\AFRC 47-49.}
\B{75a}{A regular variety of type <2,2,1,1,0,0>.}{\AFRC 51-53.}
\B{77}{Remarks on fully invariant congruences.}{\CMSJB {\bf 17}, 515-554.}
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\B{?2}{Strong extensions of lattice-ordered algebras.}{}

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\B{01}{Permutation-pattern algebras.}{\AU {\bf 45}, 435-448.}

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\B{68}{Homogeneous identities on algebraic loops.}{Doct. diss. St. Louis Univ., 1968, 169pp. Dissert. Abstrs B29/4, 1441.}

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\B{70}{Uncountably many varieties of groups.}{\BLMS {\bf 2}, 280-286.}
\B{70a}{Varieties of Lie algebras.}{Quart. J. Math. {\bf 21}, 297-308.}
\B{79}{Laws in finite loops.}{\AU {\bf 9}, 269-280.}
\B{83}{Nilpotence in permutable varieties.}{\LNM {\bf 1004}, 293-308.}

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\B{54}{On sentences holding in direct products of relational systems.}{Proc. Internat. Congr. of Mathematicians, 2, Amsterdam, 409.}
\B{54a}{Remarks on universal classes of relational systems.}{\NAW {\bf 57}, 589-591.}
\B{54b}{Applications of the L\"owenheim-Skolem-Tarski theorem to problems of completeness and decidability.}{\NAW {\bf 57}, 467-472.}
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\B{61a}{The elementary character of two notions from general algebra.}{Essays on the Foundations of Mathematics, Magnes Press, Hebrew Univ., Jerusalem, 226-233.}
\B{63}{Models of complete theories.}{\BAMS {\bf 69}, 299-313.}
\B{65}{A L\"owenheim-Skolem theorem for cardinals far apart.}{\TM 390-401.}
\B{66}{Elementary classes closed under descending intersections.}{\PAMS {\bf 17}, 430-433.}
\B{74}{Model theory before 1945.}{\PTS 153-172.}

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\B{903}{A new system of axioms for geometry.}{\TAMS {\bf 4}, 343-384.}

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\B{910}{Projective geometry.}{2 volumes. Ginn and Co., Boston.}

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\B{75}{O figurakh zamykaniya dlya odnogo klassa universal'nykh tozhdestv.}{\MI 10/2(36), 36-63.}
\B{76}{Ob universal'noj syur''ektivnosti nekotorykh otobrazhenij v lupakh.}{Sovrem. zadachi v tochnykh naukakh. Vyp.2, M., 13-16.}
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\B{70}{Gomotopiya kvazigrupp.}{\Sib {\bf 11}, 1236-1246.}
\B{70a}{Gomotopiya kvazigrupp.}{Matem. vesn. {\bf 7}, 493-506.}
\B{71}{O gomotopii kvazigrupp.}{\VTKL 30-37.}
\B{72}{K gomotopii kvazigrupp.}{Redkollegiya "Sib. mat. zh." AN SSSR. Novosibirsk, 19pp.}
\B{73}{K gomotopii kvazigrupp.}{\Sib {\bf 14}, 454.}
\B{78}{Kvazigolomorf lupy.}{\IV No.4, 19-25.}

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\B{96}{The general radical theory of near-rings - answers to some open problems.}{\AU {\bf 36}, 185-189.}

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\B{97}{Atom structures and Sahlqvist equations.}{\AU {\bf 38}, 185-199.}

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\B{88}{O mnogoobraziyakh polugrupp, reshetka podmnogoobrazij kotorykh razlozhima v pryamoe proizvedenie.}{\ASiM 42-53.}
\B{90}{Dualities in lattices of semigroup varieties.}{\SF {\bf 40}, 59-76.}
\B{92}{Semicomplements in lattices of varieties.}{\AU {\bf 29}, 227-231.}
\B{?1}{O formul'nykh mnogoobraziyakh associativnykh kolec.}{41-47.}
\B{?2}{On modular elements of the lattice of semigroup varieties.}{Preprint.}
\B{97}{On congruences of G-sets.}{\CMUC {\bf 38}, 601-611.}

\A{Vernikov B.M., Volkov, M.V.}
\B{80}{Konechnaya baziruemost' nekotorykh mnogoobrazij, udovletvoryayushchikh perestanovochnomu tozhdestvu.}{Issledov. algebraichesk. sistem po svojstvam ikh podsistem. Sverdlovsk, 3-23.}
\B{82}{Dopolneniya v reshetkakh mnogoobrazij i kvazimnogoobrazij.}{\IV {\bf 11}, 17-20.}
\B{88}{Reshetki nil'potentnykh mnogoobrazij polugrupp.}{\ASiM 54-66.}
\B{?}{Structure of lattices of nilpotent semigroup varieties.}{}

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\B{55}{Dvojstvennoe sebe yadro uslovij Birkgofa v strukturakh s konechnymi cepyami.}{\CMJ {\bf 5}, 439-450.}

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\B{82}{Representations of commutative semigroups by products of metric 0-dimensional spaces.}{\CMUC {\bf 23}, 715-726.}

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\B{67}{Sur l'approximabilit\'e des structures alg\'ebriques.}{\CR A-B 265, A167-A168.}

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\B{65}{On the decomposability of algebras of a certain class into a direct product of simple algebras.}{(Russian) DAN SSSR {\bf 163}, 14-17.}
\B{65a}{O razlozhimosti algebr v odnom kvazimnogoobrazii.}{\AiL {\bf 4/5}, 47-53.}
\B{65b}{Maksimal'nye primitivnye klassy v nekotorykh kvazimnogoobraziyakh.}{\AiL {\bf 4/5}, 55-65.}
\B{67}{Minimal'nye kvazimnogoobraziya kolec i algebr otnoshenij.}{\AiL {\bf 6/4}, 3-10.}

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\B{63}{Identity transformations in a four-valued logic.}{(Russian) DAN SSSR {\bf 150}, 719-721.}

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\B{74}{Ob odnom mnogoobrazii algebr.}{\Sib {\bf 15}, 429-433.}

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\B{69}{Bulevy algebry.}{M., Nauka.}

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\B{?}{Kongruenzen auf Klons und vollinvariante Kongruenzen auf relativ freien Algebren.}{115-118.}

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\B{80}{Kommutative distributive Quasigruppen.}{Diss. Doktorgrad. Naturwiss. Fak. Friedrich-Alexander-Univ. Relangen-N\"urnberg, 57pp.}

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\B{03}{Investigation of subalgebra lattices by means of Hasse constants.}{\AU {\bf 50}, 7-26.}
\B{03a}{Random generators of given orders and the smallest simple Moufang loop.}{\AU {\bf 50}, 27-33.}

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\B{92}{A note on weak partial congruence algebras.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 22}, 89-94.}
\B{94}{On weak congruence algebras.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 24}, 277-280.}

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\B{86}{On CEP and CIP in the lattice of weak congruences.}{Proc. of the conf. Algebra and Logic, Cetinje, 221-227.}
\B{87}{A note on the modularity of the lattice of weak congruences on a finite group.}{Contributions to General Algebra 5, Wien, 415-419.}
\B{87a}{Subalgebras and congruences via diagonal relation.}{Proc. of the conf. Algebra and Logic, Sarajevo, 169-177.}
\B{88}{On the lattice of weak congruence relations.}{\AU {\bf 25}, 121-130.}
\B{89}{The diagonal relation in the lattice of weak congruences and the representation of lattices.}{Rev. Res. Fac. Sci. Univ. Novi Sad {\bf 19}, 167-178.}

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\B{88}{A characterization of laterally commutative heaps.}{\AU {\bf 25}, 388-390.}
\B{93}{Quadratical groupoids.}{Note di Matem. {\bf 13}, 107-115.}

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\B{06}{On cycles in regular 3-partite tournaments.}{\DM {\bf 306}, 1198-2006.}

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\B{77}{On the existence of finite bases for varieties of rings with finite index.}{(Russian) Ural. Gos. Univ. Mat. Zap. {\bf 10}, 26-32,215-216.}
\B{79}{Lattices of varieties of algebras.}{(Russian) Mat. Sb. {\bf 109}, 60-79,165.}
\B{79a}{On the existence of finite bases for varieties of rings with finite index II.}{(Russian) Ural. Gos. Univ. Mat.Zap. {\bf 11}, 40-43.}
\B{79b}{Periodic varieties of associative rings.}{(Russian) \IV {\bf 8}, 3-13.}
\B{81}{Struktury mnogoobrazij nil'potentnykh kolec.}{Issled. po sovremen. algebre, 19-34.}
\B{82}{An example of a limit variety of semigroups.}{\SF {\bf 24}, 319-326.}
\B{83}{On the join of semigroup varieties.}{\CGA {\bf 82}, 365-373.}
\B{83a}{Lower stages of a lattice of varieties of associative rings.}{(Russian) Ural. Gos. Univ. Mat. Zap. {\bf 13}, 27-38.}
\B{84}{On the join of varieties.}{Simon Stevin {\bf 58}, 311-317.}
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\B{84b}{Pronil'potentnye mnogoobraziya universal'nykh algebr.}{Issledov. po algebraichesk. sistemam, Sverdlovsk, 39-41.}
\B{84c}{Distributivity of certain lattices of varieties of associative rings.}{(Russian) Sib. Mat. Z. {\bf 25}, 23-30.}
\B{85}{O bazisakh tozhdestv polugrupp Brandta.}{Issledov. algebraichesk. sistem po svojstvam ikh podsistem. Sverdlovsk, 38-42.}
\B{85a}{O bazisakh tozhdestv polugrupp preobrazovanij.}{VIII Vsesoyuzn. algebraichesk. konf. Tezisy dokl. Kishinev, 97.}
\B{86}{Identities in lattices of ring varieties.}{\AU {\bf 23}, 32-43.}
\B{89}{O konechnoj baziruemosti mnogoobrazij polugrupp.}{\MZam {\bf 45/3}, 12-23.}
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\B{01}{Decidability of finite quasivarieties generated by certain transformation semigroups.}{\AU {\bf 46}, 97-103.}
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\B{85}{Nasledstvennaya konechnaya baziruemost' i stroenie polugrupp.}{XVIII Vsesoyuzn. algebraichesk. konf. Tezisy dokl. Kishinev, 98.}

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\B{72}{Zur Charakterisierung von Kongruenzrelationen durch Abbildungen.}{Elem. Math. {\bf 27}, 133-134.}

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\B{70}{Linejnye gruppy kak aksiomatiziruemye klassy modelej.}{DAN BSSR {\bf 14}, 209-211.}

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\B{67}{Homomorphismen bei Algebren mit mehrdeutigen Operationen.}{Math. Z. {\bf 99}, 182-192.}

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\B{65}{A rigid relation exists on any set.}{\CMUC {\bf 6}, 149-155.}

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\B{53}{On congruences of algebras.}{(Russian) DAN SSSR {\bf 93}, 607-608.}

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\B{96}{Direct product decomposition of structures and theories.}{\AU {\bf 35}, 446-471.}

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\B{06}{n-closure systems and n-closure operators.}{\AU {\bf 55}, 369-386.}
\B{06a}{Categorical abstract algebraic logic: ordered equational logic and algebraizable po varieties.}{Order {\bf 23}, 297-319.}

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\B{83}{On radical and coradical classes of l-groups.}{\AU {\bf 16}, 159-162.}

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\B{68}{K zadache izotopii-izomorfizma dlya lup Mufang.}{\IsOA\ Vyp.1. Kishinev, 42-44.}

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\B{67}{Introduction to the theory of partially ordered spaces.}{Woltors-Noordhoff, Groningen.}

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\B{45}{Post algebras and rings.}{Duke Math. J. {\bf 12}, 389-395.}

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\B{88}{On restricting the access to an NP-oracle.}{Automata, languages and programming (Tampere 1988), Springer, Berlin, 682-696.}
\B{90}{Bounded query classes.}{SIAM J. Comput. {\bf 19}, 833-846.}

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\B{00}{Minimal clones generated by majority polynomials.}{\AU {\bf 44}, 15-26.}

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\B{99}{On the Kurosh-Ore replacement property.}{\CMJ {\bf 49}, 831-834.}
\B{02}{Weak congruences of an algebra with the CEP and the WCIP.}{\CMJ {\bf 52}, 117-127.}
\B{04}{Subalgebras and homomorphic images of algebras having the CEP and the WCIP.}{\CMJ {\bf 54}, 155-160.}

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\B{65}{Categories, groupoids, pseudogroups and analytical structures.}{Rozprawy Mat. {\bf 45}.}

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\B{56}{Cancellation in direct sums of groups.}{\PAMS {\bf 7}, 898-902.}

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\B{57}{Sub-quasigroups of finite quasigroups.}{\PJM {\bf 7}, 1711-1714.}

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\B{75}{Pullbacks in the category of graphs.}{Proc. 5th British Combinatorial Conf., 637-642.}
\B{76}{Double covers of graphs.}{\BAuMS {\bf 14}, 233-248.}

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\A{38}{Lattices and topological spaces.}{Ann. of Math. {\bf 39}, 112-126.}

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\B{76}{\"Uber zul\"assige n-Quasigruppen und orthogonale Systeme von n-Gruppoiden.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 10/3}, 1-9.}
\B{77}{\"Uber einige Probleme der Zul\"assigkeit von n-Quasigruppen.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 11/1}, 25-33.}
\B{78}{Prolongation von 3-Quasigruppen.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 12/3}, 77-82.}
\B{81}{\"Uber Parastrophismen in einer Klasse verallgemeinerten Quasigruppen.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 15/3}, 79-84.}
\B{83}{Zerlegbarkeit von Polyquasigruppen.}{Wiss. Z. P\"ad. Hochsch. K. F. W. Wander Dresden {\bf 17}, 1-6.}
\B{?}{k-zul\"assige Quasigruppen.}{211-218.}

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\B{97}{On the minimal extension of the sequence $<0,1,1,7>$.}{\AU {\bf 37}, 445-447.}

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\B{06}{Cutset condition for geometric lattices.}{Order {\bf 23}, 333-338.}

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\B{53}{Notes on the permutability of congruence relations.}{(Chinese) Acta Math. Sinica {\bf 3}, 133-141.}
\B{64}{A remark on the automorphism groups of algebraic systems.}{(Chinese) Shuxue Jinzhan {\bf 7}, 213-218.}

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\B{02}{The algebraic structure of the isomorphic types of tally, polynomial time computable sets.}{Arch. Math. Logic {\bf 41}, 215-244.}

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\B{39}{A characterization of Dedekind structures.}{\BAMS {\bf 45}, 448-451.}

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\B{69}{Purity and algebraic compactness for modules.}{\PJM {\bf 28}, 699-719.}

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\B{06}{Many varieties of lattices with nonsurjective epimorphisms.}{\AU {\bf 55}, 67-84.}
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\B{67}{The free lattice with 3 generators over $N_5$.}{Portugal. Math. {\bf 26}, 285-288.}

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\B{36}{Definition of Post's generalized negative and maximum in terms of one binary operation.}{Amer. J. Math. {\bf 58}, 173-194.}

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\B{02}{Two extension theorems. Modular functions on complemented lattices.}{\CMJ {\bf 52}, 55-74.}

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\B{92}{Universal algebra for computer scientists.}{Springer-Verlag, Berlin.}

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\B{80}{Finite algebraic partition lattices.}{M.Sc. Thesis, University of Calgary.}

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\B{87}{The complexity of Boolean functions.}{John Wiley and Sons, Chichester, UK.}

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\B{65}{Compactness of algebraic systems.}{\BAPS {\bf 13}, 705-706.}
\B{66}{Equationally compact algebras I.}{\FM {\bf 59}, 289-298.}
\B{67}{Equationally compact algebras III.}{\FM {\bf 60}, 89-93.}
\B{67a}{Completeness and compactness in lattices.}{\CM {\bf 16}, 243-248.}
\B{79}{Invariant ideals and fields of subsets of abstract algebras.}{\CGA 389-393.}

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\B{68}{Summability of pure extensions of relational structures.}{\CM {\bf 19}, 27-35.}

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\B{98}{The dimension monoid of a lattice.}{\AU {\bf 40}, 247-411.}
\B{02}{Solutions to five problems on tensor products of lattices and related matters.}{\AU {\bf 47}, 479-493.}
\B{02a}{From join-irreducibles to dimension theory for non-modular lattices.}{J. Algebra and Appl. {\bf 1}, 215-242.}
\B{03}{Forcing extensions of partial lattices.}{\JA {\bf 262}, 127-193.}
\B{05}{Lifting retracted diagrams with respect to projectable functors.}{\AU {\bf 54}, 349-371.}
\B{05a}{Sublattices of complete lattices with continuity conditions.}{\AU {\bf 53}, 149-173.}

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\B{05}{Lattices of quotients of completely distributive lattices.}{\AU {\bf 54}, 121-127.}

\A{Weinberg E.C.}
\B{63}{Free lattice-ordered groups.}{\PAMS {\bf 51}, 301-306.}

\A{Weinert H.J.}
\B{79}{A concept of characteristic for semigroups and semirings.}{\AS {\bf 41}, 445-456.}
\B{81}{Zur Theorie der Halbfastk\"orper.}{\SSMH {\bf 16}, 201-218.}
\B{82}{Seminearrings, seminearfields and their semigroup-theoretical background.}{\SF {\bf 24}, 231-254.}
\B{83}{On idempotent semifields and a paper by H. Hutchins.}{\SF {\bf 26}, 387-389.}
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\B{77}{Embedding semirings by translational hulls.}{\SF {\bf 14}, 235-246.}

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\B{35}{Abstract theory of inversion of finite series.}{\TAMS {\bf 38}, 474-484.}

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\B{97}{Fundamentals of model theory.}{}

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\B{02}{Frattini theory for classes of finite universal algebras of Mal'cev varieties.}{Siberian Math. J. {\bf 43}, 1039-1046.}

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\B{66}{On Marczewski's sixtuple of constants in finite universal algebras.}{Ph.D. Thesis, Pennsylvania State Univ.}
\B{67}{Note on a subdirect representation of universal algebras.}{\AH {\bf 18}, 329-333.}
\B{67a}{Konstanten in endlichen, freien universellen Algebren.}{Math. Z. {\bf 102}, 205-215.}
\B{67b}{On Marczewski's six-tuple of constants in finite universal algebras.}{\BAPS {\bf 11}, 759-764.}
\B{69}{Automorphism groups of unary algebras on groups.}{\CanJM {\bf 21}, 1165-1171.}
\B{70}{Extensions of congruence relations on infinitary partial algebras. A problem of G. Gr\"atzer.}{\FM {\bf 67}, 163-169.}
\B{70a}{Subdirect irreducibility and equational compactness in unary algebras <A;f>.}{\AM {\bf 21}, 256-264.}
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\B{69}{Algebras satisfying the descending chain condition for subalgebras.}{\PJM {\bf 28}, 217-223.}
\B{70}{Eine Charakterisierung vollst\"andiger Algebren.}{\AM {\bf 21}, 381-385.}
\B{71}{Produkte von Kongruenzklassengeometrien universeller Algebren.}{Math. Z. {\bf 121}, 111-140.}
\B{73}{A Mal'cev condition for admissible relations.}{\AU {\bf 3}, 263.}
\B{74}{Congruences on products of algebras and functionally complete algebras.}{\AU {\bf 4}, 99-105.}
\B{74a}{Diagonal-products and affine completeness.}{\AU {\bf 4}, 269-270.}
\B{74b}{Which partition lattices are congruence lattices?}{\CMSJB {\bf 14}, 433-453.}
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\B{76}{Which partition lattices are congruence lattices?}{\CMSJB {\bf 14}, 433-453.}
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\B{70}{Characterisierungen der primitiven Klassen arithmetischer Ringe.}{Math. Z. {\bf 115}, 197-200.}

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\B{69}{Varieties of rings and groups.}{J. Algebra {\bf 12}, 330-334.}

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\B{69}{Algebras satisfying the descending chain condition for subalgebras.}{\PJM {\bf 28}, 217-223.}
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\B{71}{Multiplicity type and congruence relations in universal algebras.}{\PJM {\bf 39}, 261-268.}

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\B{02}{Modelling finite geometries on surfaces.}{Discrete Math. {\bf 244}, 479-493.}

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\B{37}{Postulates for Boolean algebra in terms of ternary rejection.}{\BAMS {\bf 43}, 293-298.}

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\B{78}{Finite groups whose subgroup, composition group, or normal subgroup lattice is an ortholattice.}{\AU {\bf 8}, 123-127.}

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\B{74}{Characterization of knots and links.}{\BAMS {\bf 80}, 1265-1270.}

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\B{05}{Recent work in matroid representation theory.}{\DM {\bf 302}, 285-296.}

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\B{35}{On the abstract properties of linear dependence.}{Amer. J. Math. {\bf 57}, 509-533.}

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\B{77}{On the polynomial completeness defect of universal algebras.}{\CMSJB {\bf 17}, 577-579.}
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\B{05}{A Gentzen system for involutive residuated lattices.}{\AU {\bf 54}, 449-463.}

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\B{67}{Verbandstheoretische Charakterisierung n-stufiger Geometrien.}{\AM {\bf 18}, 465-468.}
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\B{66}{Examples of adjoint functors in categories of locally convex spaces.}{\BAPS {\bf 14}, 81-85.}
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\B{58}{Functional constructions in k-valued logic.}{(Russian) Trudy Mat. Inst. Steklova {\bf 51}, 5-142.}

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\B{80}{Ob endomorfizmakh svobodnykh algebr.}{\Sib {\bf 21}, 181-192.}

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\B{59}{Existence of k-valued closed classes without a finite basis.}{(Russian) DAN SSSR {\bf 127}, 44-46.}

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\B{57}{On the identities of certain algebras.}{\PAMS {\bf 8}, 522-524.}
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\B{74}{The amalgamation property, the universal-homogeneous models and the generic models.}{\MS {\bf 34}, 5-36.}

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\B{87}{Combining unification algorithms for confined regular equational theories.}{In \Jou, 365-380.}

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\B{90}{Quantales and (noncommutative) linear logic.}{\JSL {\bf 55}, 41-64.}

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\B{06}{Decomposing oriented graphs into transitive tournaments.}{\DM {\bf 306}, 166-170.}

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\B{77}{Quasi-commutative BCK-algebras and congruence relations.}{\MSN {\bf 5}, 469-480.}
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\B{86}{Generation of finite partition lattices.}{\CMSJB {\bf 43}, 573-586.}
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\B{87}{The subdirectly irreducible diagonalizable algebras.}{Demonstratio Math. {\bf 20}, 159-162.}

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\B{61}{On the theorem of \L o\'s and Suszko.}{\UMN {\bf 16}, 200-201.}

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\B{88}{Extensions of invariant ideals.}{\AU {\bf 25}, 190-195.}

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\B{63}{The semigroup of binary relations.}{(Russian) Mat. Sb. {\bf 61}, 291-305.}

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\B{68}{What makes a loop a group.}{\AMM {\bf 75}, 139-142.}

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\B{96}{An infinite order operator on the lattice of varieties of completely regular semigroups.}{\AU {\bf 35}, 485-505.}

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\B{70}{Stable binary relations on universal algebras.}{(Russian) Mat. Sb. {\bf 82}, 163-174.}
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\B{75}{Reshetki podmnozhestv. Topologicheskie reshetki.}{\UMR {\bf 3}, 50-75.}
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\B{78}{Ob ekvivalentnosti kategorij affinnykh modulej.}{\MZam {\bf 24}, 475-486.}

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\B{07}{Series parallel extensions of plane graphs to dual-eulerian graphs.}{\DM {\bf 307}, 633-640.}

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\B{94}{Ob uravnoveshennykh reshetkakh i chislakh goldi v uravnoveshennykh reshetkakh.}{\Sib {\bf 35}, 602-611.}

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\end{document}

