Add to ORKGInspired by the ring theory concepts of orders and classical rings of quotients, Fountain and Petrich introduced the notion of a completely 0-simple semigroup of quotients in [19]. This was generalised to a much wider class of semigroups by Gould in [20]. The notion extends the well known concept of group o
Abstract. If a semigroup S has no nontrivial congruences then S is either simple or 0-simple.([2]) B...
The Wedderburn-Artin and the Noether Structure Theorems give satisfactory characterizations of semis...
In this study, we define new semigroup structures using the set SS=a∈S|aSa=0 which is called the sou...
Fountain, Gould and Smith introduced the concept of equivalence of orders in a semi-group and the no...
Fountain, Gould and Smith introduced the concept of equivalence of orders in a semigroup and the not...
We consider particular compatible orders on a given completely simple semigroup Sx=M((x);I,Λ;P) wher...
We consider particular compatible orders on a given completely simple semigroup Sx=M((x);I,Λ;P) wher...
This report presents both the most essential known results and new results in the theory of partiall...
A semigroup S is called F−semigroup if there exists a group congruence ρ on S such that every ρ −cla...
For a semigroup \(S\), let \(S1\) be the semigroup obtained from \(S\) by adding a new symbol 1 as i...
For a semigroup \(S\), let \(S1\) be the semigroup obtained from \(S\) by adding a new symbol 1 as i...
This paper is an algebraic study of selected properties of semigroups. Since a semigroup is a result...
Work of Clifford, Munn and Ponizovskii parameterized the irreducible representations of a finite sem...
We consider an ordered completely simple semigroup S = M(G; I, A; P) which is non-degenerate in the ...
We consider an ordered completely simple semigroup S = M(G; I, A; P) which is non-degenerate in the ...
Abstract. If a semigroup S has no nontrivial congruences then S is either simple or 0-simple.([2]) B...
The Wedderburn-Artin and the Noether Structure Theorems give satisfactory characterizations of semis...
In this study, we define new semigroup structures using the set SS=a∈S|aSa=0 which is called the sou...
Fountain, Gould and Smith introduced the concept of equivalence of orders in a semi-group and the no...
Fountain, Gould and Smith introduced the concept of equivalence of orders in a semigroup and the not...
We consider particular compatible orders on a given completely simple semigroup Sx=M((x);I,Λ;P) wher...
We consider particular compatible orders on a given completely simple semigroup Sx=M((x);I,Λ;P) wher...
This report presents both the most essential known results and new results in the theory of partiall...
A semigroup S is called F−semigroup if there exists a group congruence ρ on S such that every ρ −cla...
For a semigroup \(S\), let \(S1\) be the semigroup obtained from \(S\) by adding a new symbol 1 as i...
For a semigroup \(S\), let \(S1\) be the semigroup obtained from \(S\) by adding a new symbol 1 as i...
This paper is an algebraic study of selected properties of semigroups. Since a semigroup is a result...
Work of Clifford, Munn and Ponizovskii parameterized the irreducible representations of a finite sem...
We consider an ordered completely simple semigroup S = M(G; I, A; P) which is non-degenerate in the ...
We consider an ordered completely simple semigroup S = M(G; I, A; P) which is non-degenerate in the ...
Abstract. If a semigroup S has no nontrivial congruences then S is either simple or 0-simple.([2]) B...
The Wedderburn-Artin and the Noether Structure Theorems give satisfactory characterizations of semis...
In this study, we define new semigroup structures using the set SS=a∈S|aSa=0 which is called the sou...