An Impact of Group Action Involved in Riesz Space of Beal’s Fuzzy G-Filter and l-Group Ideal Structure

Abstract

In this article, the idea of Beal’s fuzzy -group of ideal structures and lattice-ordered G-modules are synchronized in a reasonable way to develop an oval concept in mathematics that is Beal’s fuzzy lattice-ordered G-modules, which would pave the way for new researchers in Beal’s fuzzy mathematics to explore much more in the field. Finally, we analyse homomorphism of fuzzy lattice ordered G sub-modules with suitable example.