[PDF] Top 20 FUZZY WEAKLY PRIME -IDEALS IN -RINGS

... investigate fuzzy weakly prime Γ-ideal, fuzzy partial weakly prime Γ-ideal and fuzzy semiprime Γ- ideal of a commutative Γ-ring with nonzero ...of fuzzy ... See full document

... of fuzzy sets [11] and L-Fuzzy sets [1] interest arose in fuzzy and L-fuzzy algebraic ...structures. Fuzzy subgroups and fuzzy ideals were studied ...to fuzzy and ... See full document

... a fuzzy sets, and it is now a rigorous area of research with manifold applications ranging from engineering and computer science to medical diagnosis and social behaviour ...of fuzzy sets to algebra and ... See full document

... -invariant fuzzy prime ideals of to the set of all fuzzy prime ideals of ] ...-invariant fuzzy prime ideals of such that ℎ(@ ) = ℎ(@ ) ... See full document

... associated prime ideals of a Noetherian ring has also been also ...of prime ideals (in particular minimal prime ideals and associated prime ideals) of skew ... See full document

... of fuzzy sets by ...of fuzzy semigroups. He also studied the concept of fuzzy bi-ideals (1976) and fuzzy quasi-ideals(1982) of ...the prime, strongly prime, ... See full document

... of fuzzy strong bi-ideal of a near-ring and obtain a characterization of a strong bi-ideal in terms of a fuzzy strong bi-ideal of a ...every fuzzy left N-subgroup fuzzy left ideal of a ... See full document

... of fuzzy subsets of R. Then (I, A) is a fuzzy soft prime ideal on R if and only if for each the fuzzy subset equivalence by [ ] is a fuzzy prime ideal of ... See full document

... Intuitionistic Fuzzy set as a generalization of Zadeh [9] fuzzy ...Intuitionistic Fuzzy set and their properties ...near rings. The theories and applications of Fuzzy sets and ... See full document

... of prime and semiprime ideals of groupoids in terms of fuzzy subsets has been considered in [1], and similar charac- terizations hold for ordered groupoids in ...general. Fuzzy sets in ordered ... See full document

... of prime ideals of R is denoted by S pec(R) ...minimal prime ideals of R is denoted by M in.S pec(R) . Prime radical and the set of nilpotent elements of R are denoted by P(R) and N (R) ... See full document

... from fuzzy set theory such as fuzzy ideals, fuzzy points, sums and products on fuzzy ideals, and finitely generated fuzzy ...of prime, primary ideals, and ... See full document

... generalized (α, β)- derivations F and G associated with (α, β)−derivations d and g, respec- tively, that satisfying certain properties. Let R be an associative ring with center Z(R). For x, y ∈ R denote the commutator xy ... See full document

... Let R be a ring and S a nonempty subset of R. Suppose that θ and φ are endomorphisms of R. An additive mapping δ : R → R is called a left (θ, φ)-derivation (resp., Jordan left (θ, φ)- derivation) on S if δ(xy) = θ(x)δ(y) ... See full document

... of fuzzy subgroup was made by Rosenfeld In Liu, (1982), introduced the notion of fuzzy ideal of a ...of fuzzy sub near-ring, fuzzy ideal and fuzzy N subgroup of a near-ring was ... See full document

... of prime ring ...-prime rings. A continuous approach in the direction of -prime rings is still ...-prime rings are still ... See full document

... classical rings to the theory of Γ -rings have been attracted a wider attentions as an emerging area of research to the modern algebraists to enrich the world of ...- rings and have executed more ... See full document

... Abstract Let M be a Γ- ring and U a Lie ideal of M . Let d : M → M and k : Γ → Γ be additive mappings. Then d is a k- derivation on U of M if d(uαv) = d(u)αv + uk(α)v + uαd(v) is satisfied for all u, v ∈ U and α ∈ Γ. And ... See full document

... anti- fuzzy soft commutative ideals with example and proved that every reluctant intuitionistic anti-fuzzy soft commutative ideal is a reluctant intuitionistic anti- fuzzy soft ideal with ... See full document

... Proof. (1) Let U be a minimal prime ideal of R. Then by Proposition (2.2) σ(U ) = U and δ(U ) ⊆ U . Now on the same lines as in Theorem (2.22) of Goodearl and Warfield [8] we have O(U ) ∈ Spec(O(R)). Suppose L ⊂ ... See full document