This article answers three questions of J. Almeida. Using combinatorial, algebraic and topological methods, we compute joins involving the pseudovariety of finite groups, the pseudovariety of semigroups in which each idempotent is a right zero and the pseudovariety generated by monoids M such that each idempotent of M\{1} is a left zero.ESPRIT - BRA Working Group 6317 Asmics-2.Project de Recherche Coordonnée "Mathématique et Informatique".Junta Nacional de Investigação Científica e Tecnológica (JNICT) - Projecto SAL (PBIC/C/CEN/1021/92)
In this work we illustrate how the study of the topological semigroups of implicit operations of a p...
AbstractA constructive proof of the equation DH∩ECom=(J∩ECom)∨H is presented where H denotes any arb...
AbstractWe compute a set of identities defining the Mal'cev product of pseudovarieties of finite sem...
In this paper, we present the computation of some pseudovariety joins of the form LI v H v V where L...
This paper is concerned with the computation of pseudovariety joins involving the pseudovariety LI o...
In this paper, we present the computation of some pseudovariety joins of the form LI∨H∨V where LI is...
J. Rhodes asked during the Chico conference in 1986 for the calculation of joins of semigroup pseudo...
Rhodes asked during the Chico conference in 1986 for the calculation of joins of semigroup pseudova...
AbstractThe smallest pseudovariety containing all finite R-trivial or L-trivial monoids is described...
In this paper we prove that, if V is a kappa-tame pseudovariety which satisfies the pseudoidentity x...
2000 Mathematics Subject Classification: 20M07 (primary); 20M05, 20M35, 68Q70 (secondary).In this pa...
We begin a systematic study of finite semigroups that generate join irreducible members of the latti...
We consider implicit signatures over finite semigroups determined by sets of pseudonatural numbers. ...
AbstractA constructive proof of the equation DH∩ECom=(J∩ECom)∨H is presented where H denotes any arb...
The operator which constructs the pseudovariety generated by the idempotent-generated semigroups of ...
In this work we illustrate how the study of the topological semigroups of implicit operations of a p...
AbstractA constructive proof of the equation DH∩ECom=(J∩ECom)∨H is presented where H denotes any arb...
AbstractWe compute a set of identities defining the Mal'cev product of pseudovarieties of finite sem...
In this paper, we present the computation of some pseudovariety joins of the form LI v H v V where L...
This paper is concerned with the computation of pseudovariety joins involving the pseudovariety LI o...
In this paper, we present the computation of some pseudovariety joins of the form LI∨H∨V where LI is...
J. Rhodes asked during the Chico conference in 1986 for the calculation of joins of semigroup pseudo...
Rhodes asked during the Chico conference in 1986 for the calculation of joins of semigroup pseudova...
AbstractThe smallest pseudovariety containing all finite R-trivial or L-trivial monoids is described...
In this paper we prove that, if V is a kappa-tame pseudovariety which satisfies the pseudoidentity x...
2000 Mathematics Subject Classification: 20M07 (primary); 20M05, 20M35, 68Q70 (secondary).In this pa...
We begin a systematic study of finite semigroups that generate join irreducible members of the latti...
We consider implicit signatures over finite semigroups determined by sets of pseudonatural numbers. ...
AbstractA constructive proof of the equation DH∩ECom=(J∩ECom)∨H is presented where H denotes any arb...
The operator which constructs the pseudovariety generated by the idempotent-generated semigroups of ...
In this work we illustrate how the study of the topological semigroups of implicit operations of a p...
AbstractA constructive proof of the equation DH∩ECom=(J∩ECom)∨H is presented where H denotes any arb...
AbstractWe compute a set of identities defining the Mal'cev product of pseudovarieties of finite sem...