A set can be defined as a collection of unordered, definite and distinct objects of intuition or
though into a whole. In the classical set theory, the elements of a set are not allowed to …

A set can be defined as a collection of unordered, definite and distinct objects of intuition or
though into a whole. In the classical set theory, the elements of a set are not allowed to …

In this paper, the concepts of Multiset Groupoid is introduced. The condition for a submultiset
of a multiset groupoid to be a submultiset groupoid is established and a study of the closure …

In this paper, the concepts of a Monoid in a generalised setting (multiset) is introduced. The
study of the closure of multiset operations on the class of finite such structures is carried out …