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Properties of New Algebraic Structure in Fuzzy and Lattice
Author Name : Mr. M. U. Makandar
Abstract
In algebra, the partially ordered algebraic systems play the important role. l– groups, l – rings and l – modules are some of the important concepts in the partially ordered systems . These concepts play a major role in mathematics in the study of rings of continuous functions, and functional analysis, besides being a major branch in algebra. Keeping this in mind, in this paper, we made an attempt to study the algebraic nature of Q-fuzzy lattice ordered m-ring by using the ideas of fuzzy sub rings and lattice theory.