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36 9 47 Andréka, H., Monk., J.D. and Németi, I. (editors). Algebraic Logic , North-Holland, Amsterdam, 1991

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. and Németi, I. ( editors ), Algebraic Logic , North Holland, Amsterdam, 1991. Algebraic Logic 1991

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-like Algebras and Algebraic Logic , Bolyai Society Mathematical Studies ( 2013 ). [3] Andréka , H. , Hodkinson , I. and Németi , I. , Finite algebras of relations are

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89 149 209 Anellis, I. H. and Houser, N. , Nineteenth century roots of algebraic logic and universal algebra, in: H. Andréka, J. D

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of relations . Annals of Pure and Applied Logic 89 ( 1997 ), 149 – 209 . [3] Andréka , H. , Finite axiomatizability of SNr n CA n +1 and non–finite axiomatizability of SNr n CA n+2 , Lecture notes, Algebraic Logic Meeting , Oakland, CA

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ANDRÉKA, H., Németi, I. and SAIN, I., Algebraic logic, Handbook of philosophical logic , Vol. II, Second edition, ed. by D. Gabbay and F. Guenthner, D. Reidel Publ. Co., Dordrecht, 2000 (to appear

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in algebraic logic, Dissertation for D.Sc. with Hungarian Academy of Sciences, Budapest, 1986 (in Hungarian). Free algebras and decidability in algebraic logic, Dissertation for D

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References [1] A ndréka , H. , F erenczi , M. and N é meti , I. (Editors), Cylindric-like Algebras and Algebraic Logic , Bolyai Society Mathematical Studies

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] A ndréka , H. , F erenczi , M. and N émeti , I. (Editors), Cylindric-like Algebras and Algebraic Logic. Bolyai Society Mathematical Studies 22 ( 2013 ). [3] A

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groups by sets of their element orders Algebra Logic 36 23 – 32 10.1007/BF02671951 . [20] Mazurov , V. D. , Zavarnitsine , A

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