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THE RESIDUAL BOUNDS OF FINITE ALGEBRAS - MaRDI portal

THE RESIDUAL BOUNDS OF FINITE ALGEBRAS

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Publication:4882916

DOI10.1142/S0218196796000027zbMath0844.08009MaRDI QIDQ4882916

Ralph McKenzie

Publication date: 19 August 1996

Published in: International Journal of Algebra and Computation (Search for Journal in Brave)




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SUBDIRECTLY IRREDUCIBLE DIFFERENTIAL MODESThe Division Relation: Congruence Conditions and AxiomatisabilityOn McKenzie's methodFlat unars: the primal, the semi-primal and the dualisableThe computational complexity of deciding whether a finite algebra generates a minimal varietyCOMPUTATIONALLY AND ALGEBRAICALLY COMPLEX FINITE ALGEBRA MEMBERSHIP PROBLEMSUniversal algebraic methods for non-classical logicsPROPERTIES OF VARIETIES DETERMINED BY THE DEGREES OF PROPER HYPERSUBSTITUTIONSDualizability of automatic algebras.Recursive inseparability for residual bounds of finite algebrasNatural extensions and profinite completions of algebrasDETERMINING WHETHER ${\mathsf V}({\bf A})$ HAS A MODEL COMPANION IS UNDECIDABLEFlat algebras and the translation of universal Horn logic to equational logicA juggler's dozen of easy\(^\dag\) problems (\(^\dag\) Well, easily formulated \dots).EVERY SHIFT AUTOMORPHISM VARIETY HAS AN INFINITE SUBDIRECTLY IRREDUCIBLE MEMBERThe equational complexity of Lyndon's algebraRESIDUAL SMALLNESS AND WEAK CENTRALITYCOMPUTATIONAL COMPLEXITY OF THE FINITE ALGEBRA MEMBERSHIP PROBLEM FOR VARIETIESResidual smallness relativized to congruence types. IEQUATIONAL COMPLEXITY OF THE FINITE ALGEBRA MEMBERSHIP PROBLEMFinite bases for flat graph algebrasA finite basis theorem for residually finite, congruence meet-semidistributive varietiesQuasiequational Theories of Flat AlgebrasTHE UNDECIDABILITY OF THE DEFINABILITY OF PRINCIPAL SUBCONGRUENCES




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