On a hypergroup, one can define a topology such that the hyperoperation is
pseudocontinuous. The purpose of this paper is to study examples of topological …

This paper deals with certain algebraic systems called polygroups. A polygroup is a
completely regular, reversible in itself hypergroup. The concept of topological polygroups is …

An Overview of Topological and Fuzzy Topological Hypergroupoids Page 1 Ratio Mathematica
Vol. 33, 2017, pp. 21-38 ISSN: 1592-7415 eISSN: 2282-8214 An Overview of Topological and …

The concept of algebraic hyperstructures was introduced in 1934 by Marty [115] and has
been studied in the following decades and nowadays by many mathematicians. In a …

Studying the evolution of a system and dealing with its complexity are key issues in
analyzing and predicting its future behavior. In this respect, the uncertainty problem for a …

I am working on algebraic hyperstructures from 1995. During the last twenty years, I together
with my students and co-authors studied and developed the theory of algebraic …

A topological polygroup is a polygroup P together with a topology on P such that the
polygroup's binary hyperoperation and the polygroup's inverse function are continuous with …

In this paper, we study the hyper versions of Green's relations in ordered semihypergroups
in detail. The Green's relations R, L, JR, L, J and\mathcal HH in ordered semihypergroups …

This paper deals with a class of hyperstructures called ordered n-ary semihypergroups
which are studied by means of j-hyperideals for all positive integers 1≤ j≤ n and n≥ 3. We …

The study of entropies of hypergroups in scientific disciplines such as chemistry, physics,
geometry and coding theory helps us to calculate the chaos of the scientific processes of …