AbstractLet Wr(U, V) denote the variety of inverse semigroups generated by wreath products of semigroups in U with semigroups in V, where U and V are varieties of inverse semigroups. In this note we provide a description of the fully invariant congruence on the free inverse semigroup corresponding to Wr(U, V) in terms of the fully invariant congruences corresponding to U and V. Some properties of varieties of this form are then presented
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
The theory of inverse semigroups forms a major part of semigroup theory. This theory has deep connec...
AbstractLet Wr(U, V) denote the variety of inverse semigroups generated by wreath products of semigr...
AbstractAn existence variety (or e-variety) of regular semigroups is a class of regular semigroups w...
AbstractAn existence variety (or e-variety) of regular semigroups is a class of regular semigroups w...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups, an...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups and...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups, an...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups and...
The variety of inverse semigroups which possess E-unitary covers over Abelian groups coincides with ...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
The theory of inverse semigroups forms a major part of semigroup theory. This theory has deep connec...
AbstractLet Wr(U, V) denote the variety of inverse semigroups generated by wreath products of semigr...
AbstractAn existence variety (or e-variety) of regular semigroups is a class of regular semigroups w...
AbstractAn existence variety (or e-variety) of regular semigroups is a class of regular semigroups w...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
Semigroup theory typically looks at algebraic structures which are generalizations of groups. An exa...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups, an...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups and...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups, an...
AbstractA class of regular semigroups closed under taking direct products, regular subsemigroups and...
The variety of inverse semigroups which possess E-unitary covers over Abelian groups coincides with ...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
A characterization of all the simple (in the universal algebraci sense) combinatorial inverse semigr...
The theory of inverse semigroups forms a major part of semigroup theory. This theory has deep connec...
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