In this paper, the concept of Semi-group in multiset context is introduced. The condition for a sub multiset of a semi-multigroup to be a sub semi-multigroup is established and a study of the closure of multiset operationson the class of finite semi-multigroups is carried out.Commutative andcancellative properties of multiset operations on semi-multigroups are studied. We also studiedthe closure of multiset operations on the class of finite commutative and cancellative semi-multigroups
AbstractThis paper concerns the theory of partial maps under composition and more generally, the RC-...
Abstract: The concept of multiset generalises the classical set, and so multigroup is an algebraic s...
AbstractThis paper applies the concept of FA-presentable structures to semigroups. We give a complet...
In this paper, the concept of Semi-group in multiset context is introduced. The condition for a sub ...
In semigroup theory there are certain kinds of band decompositions, which are very useful in the stu...
Authors in this book study the notion of Smarandache element in multiset semigroups. It is important...
Abstract. We show that the family Sem = mREG = mCF of regular multiset languages is closed under app...
Motivated by the apperance of multisemigroups in the study of additive 2-categories, we define and i...
Motivated by the apperance of multisemigroups in the study of additive 2-categories, we define and i...
Motivated by the apperance of multisemigroups in the study of additive 2-categories, we define and i...
We investigate the class of quasitrivial semigroups and provide various characterizations of the sub...
This paper is an algebraic study of selected properties of semigroups. Since a semigroup is a result...
International audienceWe investigate the class of quasitrivial semigroups and provide various charac...
This paper presents some results about the combinatorial properties of the glued semigroups and give...
summary:The concept of rank of a commutative cancellative semigroup is extended to all commutative s...
AbstractThis paper concerns the theory of partial maps under composition and more generally, the RC-...
Abstract: The concept of multiset generalises the classical set, and so multigroup is an algebraic s...
AbstractThis paper applies the concept of FA-presentable structures to semigroups. We give a complet...
In this paper, the concept of Semi-group in multiset context is introduced. The condition for a sub ...
In semigroup theory there are certain kinds of band decompositions, which are very useful in the stu...
Authors in this book study the notion of Smarandache element in multiset semigroups. It is important...
Abstract. We show that the family Sem = mREG = mCF of regular multiset languages is closed under app...
Motivated by the apperance of multisemigroups in the study of additive 2-categories, we define and i...
Motivated by the apperance of multisemigroups in the study of additive 2-categories, we define and i...
Motivated by the apperance of multisemigroups in the study of additive 2-categories, we define and i...
We investigate the class of quasitrivial semigroups and provide various characterizations of the sub...
This paper is an algebraic study of selected properties of semigroups. Since a semigroup is a result...
International audienceWe investigate the class of quasitrivial semigroups and provide various charac...
This paper presents some results about the combinatorial properties of the glued semigroups and give...
summary:The concept of rank of a commutative cancellative semigroup is extended to all commutative s...
AbstractThis paper concerns the theory of partial maps under composition and more generally, the RC-...
Abstract: The concept of multiset generalises the classical set, and so multigroup is an algebraic s...
AbstractThis paper applies the concept of FA-presentable structures to semigroups. We give a complet...