Fuzzy h-ideals of a $\Gamma-$hemiring and its operator hemirings

TL;DR

This paper explores the relationship between fuzzy h-ideals of a Gamma-hemiring and its operator hemirings, establishing correspondences and characterizations through lattice structures and Cartesian products.

Contribution

It introduces new correspondences and characterizations of fuzzy h-ideals in Gamma-hemirings and their operator hemirings, expanding the theoretical framework.

Findings

Established correspondence between fuzzy h-ideals of Gamma-hemirings and operator hemirings.

Provided characterizations using lattice structures.

Utilized Cartesian product to analyze fuzzy h-ideals.

Abstract

Various correspondence between fuzzy h-ideals of a $\Gamma$-hemiring and fuzzy h-ideals of its operator hemirings are established and some of their characterizations are given using lattice structure and cartesian product.