On McKenzie's method

DOI10.1007/BF01879739zbMath0856.08005OpenAlexW1979441702MaRDI QIDQ1922124

Ross Willard

Publication date: 15 September 1996

Published in: Periodica Mathematica Hungarica (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf01879739

zbMATH Keywords

subdirectly irreducible algebrasfinitely generated varietyRS conjecture

Mathematics Subject Classification ID

Subdirect products and subdirect irreducibility (08B26)

Related Items (12)

THE TYPE SET OF A VARIETY IS NOT COMPUTABLE ⋮ THE MEMBERSHIP PROBLEM IN FINITE FLAT HYPERGRAPH ALGEBRAS ⋮ The Division Relation: Congruence Conditions and Axiomatisability ⋮ On varieties of flat nil-semirings ⋮ Recursive inseparability for residual bounds of finite algebras ⋮ DETERMINING WHETHER ${\mathsf V}({\bf A})$ HAS A MODEL COMPANION IS UNDECIDABLE ⋮ Flat algebras and the translation of universal Horn logic to equational logic ⋮ The Algebra of Adjacency Patterns: Rees Matrix Semigroups with Reversion ⋮ RESIDUAL SMALLNESS AND WEAK CENTRALITY ⋮ COMPUTATIONAL COMPLEXITY OF THE FINITE ALGEBRA MEMBERSHIP PROBLEM FOR VARIETIES ⋮ Finite bases for flat graph algebras ⋮ Nonfinitely based ai-semirings with finitely based semigroup reducts

Cites Work

• Unnamed Item
• On infinite subdirectly irreducible algebras in locally finite equational classes
• Equational classes generated by finite algebras
• The structure of finite algebras
• A RESIDUALLY SMALL, FINITELY GENERATED, SEMI-SIMPLE VARIETY WHICH IS NOT RESIDUALLY FINITE
• THE RESIDUAL BOUNDS OF FINITE ALGEBRAS
• THE RESIDUAL BOUND OF A FINITE ALGEBRA IS NOT COMPUTABLE

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