On κ-Q-Anti Fuzzy Normed Rings

Abstract

            In this paper, the concept of Antifuzzy normed ring is introduced and some basic properties related to it are established. That our definition of normed rings on Anti fuzzy sets leads to a algebraic structure which we call a Anti Fuzzy Normed Rings. We also defined Anti Fuzzy Normed Rings homomorphism, Anti Fuzzy Normed Subring,  Fuzzy Normed Ideal,  Fuzzy Normed Prime Ideal and Anti Fuzzy Normed Maximal Ideal of a Normed ring respectively. We show that the some algebraic properties of normed ring theory on a fuzzy sets, prove theorem and given relevant examples.