[PDF] Top 20 STUDY ON FUZZY G PRIMARY IDEALS

... of fuzzy G‎-‎structures‎, ‎fuzzy G‎- ‎subdomains and fuzzy G-ideals‎, also it will be discussed some concepts and results of the fuzzy G‎- ‎subdomains and fuzzy G-ideals‎, ... See full document

... of fuzzy sets was first studied by Zadeh [17] in 1965. Many papers on fuzzy sets appeared showing the importance of the concept and its applications to logic, set theory, group theory, ring theory, real ... See full document

... on fuzzy algebras have been published since Rosenfeld [7] introduced the concept of fuzzy group in ...on fuzzy sets appeared showing the importance of the concept and its applications to logic, set ... See full document

... bipolar-valued fuzzy rings based on the notion of bipolar-valued fuzzy ...bipolar-valued fuzzy ring based on bipolar-valued fuzzy space and ordinary rings is obtained in terms of induction and ... See full document

... in fuzzy subset theory by Zadeh (1965) and then by Goguen (1967, 1969 ) show the intention of the authors to generalize the classical ...introduced fuzzy subgroups. Antony.J.M and Sharewood.H. redefined ... See full document

... of fuzzy set was introduced by Zadeh[3], applying which Rosenfeld[6] in 1971 defined fuzzy ...a fuzzy subnear-ring and fuzzy ideals of a near-ring. Fuzzy ideals of a ring ... See full document

... is called a left ideal of T if T T A ⊆ A, a right ideal of T if AT T ⊆ A and a lateral ideal of T if T AT ⊆ A. If A is a left, right and lateral ideal of T, A is called an ideal of T . A ternary subsemigroup B of T is ... See full document

... of fuzzy sets introduced by Zadeh [22] has evoked tremendous interest among researchers working in different branches of ...of fuzzy subgroups of a ...studying fuzzy subalgebras of several algebraic ... See full document

... to study in detailed about Fuzzy Algebra and Fuzzy near ...of fuzzy set was introduced by ...of fuzzy sub near – ring and ideals where introduced by ...as fuzzy sets and ... See full document

... of fuzzy set was initiated by L. Zadeh [1]. The study of fuzzy algebraic structures started with the introduction of the concepts of fuzzy groups in the pioneering paper of Rosenfeld ...a ... See full document

... In the present paper, we have introduced the notion of N -fuzzy UP- subalgebras (resp., N -fuzzy UP-filters, N -fuzzy UP-ideals and N -fuzzy strongly UP-ideals) of UP-algebras ... See full document

... right ideals, ordered left ideals, ordered ideals and the concept of fuzzy sets play an important role in studying the structure of ordered ... See full document

... on fuzzy groups in 1971 by Rosen- feld, a decade passed before researchers started to look more closely into the notions extending fuzzy subsets to groups, rings, vector spaces, and other algebraic objects, ... See full document

... bitrary subinterval of [,]. Motivated by the above problem, Yuan et al. [] introduced a fuzzy subgroup with the thresholds of a group. In order to generalize the concepts of an (∈, ∈ ∨q)-fuzzy subring ... See full document

... a fuzzy regular space and A be a subspace of ...: G τ}, where G = {( , G( )) : X} and GA ={( , G/A( )) : ...be fuzzy point in A and FA is closed set of A such that ... See full document

... applied fuzzy soft set for dealing with several kinds of theories in BCK/BCI- ...of fuzzy soft BCK/BCI-algebras, (closed) fuzzy soft ideals and fuzzy soft p-ideals are ... See full document

... Definition 2.4 [17] A fuzzy subset µ of a lattice ordered ring(or `-ring in short) R, is called fuzzy sub `-ring of R, if the following conditions are satisfied. (i) µ(x ∨ y) ≥ min { µ(x) , µ(y)} (iii) µ(x ... See full document

... in fuzzy normal subgroups (respectively fuzzy ideals) of the well known structures; groups (respectively rings) can readily be extended to fuzzy ideals of − ...on fuzzy ideal ... See full document

... quotient fuzzy subfield of A , B. Suppose first that A is a fuzzy G − subdomain, say K = A[u − 1 ...a fuzzy subdomain algebraic over the fuzzy subfield of K, hence is itself a ... See full document

... a fuzzy set in X. For any fuzzy set μ in X and any α ∈ [0, 1], we define the set L(μ;α) = { x ∈ X | μ(x) ≤ α } , which is called lower level cut of ... See full document