Isomorphism theorems of fuzzy hypermodules

Abstract

In this paper we define and study a new class of subfuzzy hypermodules of a fuzzy hypermodule that we call normal subfuzzy hypermodules. The connection between hypermodules and fuzzy hypermodules can be used as a tool for proving results in fuzzy hypermodules. In this manner we analyse three isomorphism theorems for fuzzy hypermodules.

Application Multi-Fuzzy Soft Sets in Hypermodules

“…H v -group), which is a generalization of the notion of Rosenfeld's fuzzy subgroup of a group [10] and also defined fuzzy H v -submodules. Different hypermodules, fuzzy hypermodules, and rough hypermodules have been studied [13][14][15][16][17][18][19].…”