Residual quotient fuzzy subset in near-rings

For any fuzzy subsets λ and μ, we introduce the notion of residual quotient fuzzy subset (λ : μ) and we have characterized residual quotient fuzzy subset in near-rings

Some results on fuzzy subsets in gamma-nearrings

In this paper, we introduce the notions of bi-ideal, quasi-ideal and residual quotient sets in terms of fuzzy subsets and have studied their related properties. Also, we have characterized residual quotient fuzzy subsets in gamma-nearrings

RESIDUAL QUOTIENT FUZZY SUBSET IN NEAR-RINGS

For any fuzzy subsets λ and μ, we introduce the notion of residual quotient fuzzy subset (λ : μ) and we have characterized residual quotient fuzzy subset in near-rings

P A ON STRONG IFP NEAR-RINGS

Abstract: In this paper, we introduce the notion of strong IFP and weak IFP near-rings. Weak IFP near-ring is a generalization of IFP near-ring. We study the basic properties of right weak IFP near-rings. We show that if N is a 2-primal near-ring and if N is strong IFP, then N is left weakly regular if and only if every prime ideal of N is maximal