We give a thorough structural analysis of the principal one-sided ideals of arbitrary semigroups, and then apply this to full transformation semigroups and symmetric inverse monoids. One-sided ideals of these semigroups naturally occur as semigroups of transformations with restricted range or kernel
We call a restriction semigroup almost perfect if it is proper and its least monoid congru-ence is p...
The partial automorphism monoid of an inverse semigroup is an inverse monoid consisting of all isomo...
AbstractIt is shown that a semigroup algebraK[S] which is a principal left ideal ring is a finitely ...
Summary. A necessary and sufficient condition is given for a) a principal left ideal L(s,t) in S xT ...
summary:A necessary and sufficient condition is given for a) a principal left ideal $L(s,t)$ in $S\t...
summary:We study the semigroups isomorphic to principal ideals of finitely generated commutative mon...
Suppose V is an infinite-dimensional vector space and let T(V ) denote the semigroup (under composi...
In [4] and [5] the structure of semigroups having both one-sided and two-sided bases has been invest...
Let Y be a fixed non-empty subset of a set X and let T(X,Y) denote the semigroup of all total transf...
In the following text, the main aim is to distinguish some relations between Smarad- che semigroups ...
AbstractA semigroup S (with zero) is called a right inverse semigroup if every (nonnull) principal l...
Factorizable inverse monoids constitute the algebraic theory of those partial symmetries which are r...
In this paper, we consider another generalization for quasi-ideal or-thodox transversal, the so-call...
We introduce the notion of a strong representation of a semigroup in the monoid of endomorphisms of ...
In [3] a notion of a covered ideal was introduced. The aim of the present paper is to show some othe...
We call a restriction semigroup almost perfect if it is proper and its least monoid congru-ence is p...
The partial automorphism monoid of an inverse semigroup is an inverse monoid consisting of all isomo...
AbstractIt is shown that a semigroup algebraK[S] which is a principal left ideal ring is a finitely ...
Summary. A necessary and sufficient condition is given for a) a principal left ideal L(s,t) in S xT ...
summary:A necessary and sufficient condition is given for a) a principal left ideal $L(s,t)$ in $S\t...
summary:We study the semigroups isomorphic to principal ideals of finitely generated commutative mon...
Suppose V is an infinite-dimensional vector space and let T(V ) denote the semigroup (under composi...
In [4] and [5] the structure of semigroups having both one-sided and two-sided bases has been invest...
Let Y be a fixed non-empty subset of a set X and let T(X,Y) denote the semigroup of all total transf...
In the following text, the main aim is to distinguish some relations between Smarad- che semigroups ...
AbstractA semigroup S (with zero) is called a right inverse semigroup if every (nonnull) principal l...
Factorizable inverse monoids constitute the algebraic theory of those partial symmetries which are r...
In this paper, we consider another generalization for quasi-ideal or-thodox transversal, the so-call...
We introduce the notion of a strong representation of a semigroup in the monoid of endomorphisms of ...
In [3] a notion of a covered ideal was introduced. The aim of the present paper is to show some othe...
We call a restriction semigroup almost perfect if it is proper and its least monoid congru-ence is p...
The partial automorphism monoid of an inverse semigroup is an inverse monoid consisting of all isomo...
AbstractIt is shown that a semigroup algebraK[S] which is a principal left ideal ring is a finitely ...
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