[PDF] Top 20 On Fuzzy Generalized Closed Sets in Fuzzy Topological Spaces

... of fuzzy set and fuzzy set operations was introduced by ...A fuzzy topological space using the concept of fuzzy sets was introduced by ...of fuzzy generalized ... See full document

... intuitionistic fuzzy semi closed set (IFSCS in short) if int(cl(A)) ⊆ A (ii) intuitionistic fuzzy pre closed set (IFPCS in short) if cl(int(A)) ⊆ A (iii) intuitionistic fuzzy α ... See full document

... 𝜆 is called a 𝑟-fuzzy weakly closed (𝑟-fwc, for short) set if (𝜆, 𝑟) ≤ 𝜇 whenever 𝜆 ≤ 𝜇 and is 𝑟-fuzzy semiopen. Then complement of a 𝑟-fwc set is said to be a 𝑟-fuzzy weakly open (𝑟-fwo, for ... See full document

... intuitionistic fuzzy set was first given by Krassimir ...of fuzzy set by Zadeh [7], several researches were conducted on the generalizations of the notion of fuzzy ...intuitionistic ... See full document

... regular closed (regular open) set is IF closed (respectively IF open) [9] and every IF closed (respectively IF open) set is IF g-closed (respectively IF g-open) set but the converse may not be ... See full document

... intuitionistic fuzzy semiopen if A ⊆ cl(int(A)) (ii) intuitionistic fuzzy α open if A ⊆ int(cl(int(A))) (iii) intuitionistic fuzzy preopen if A ⊆ int(cl(A)) (iv) intuitionistic fuzzy regular ... See full document

... Where 𝐴̃, 𝐵̃, 𝐶̃, 𝐷 ̃ and Ẽ are fuzzy sets defined by: 𝐴̃  {(a, 0.9), (b, 0.6)}, 𝐵̃  {(a, 0), (b, 0.1)}, C̃  {(a, 0.9), (b, 0.5)}, D ̃  {(c, 0.9), (d, 0.8)} 𝐸̃  {(c, 0.7), (d, 0.1)}. Define a ... See full document

... intuitionistic fuzzy b open set, intuitionistic fuzzy  -open set, intuitionistic fuzzy pre-open set, intuitionistic fuzzy regular open set, intuitionistic fuzzy semi open set, ... See full document

... of fuzzy topological ...of fuzzy topological spaces .The concepts of generalized super closed sets in topology was invented by Levene [4] ...Regular ... See full document

... of fuzzy sets by Zadeh [11] in 1965 and fuzzy topology by Chang [2] in 1967, several researches were conducted on the generalizations of the notions of fuzzy sets and fuzzy ... See full document

... The study centres around general properties of fuzzy g*s-closed sets and compactness for fuzzy topological spaces via fuzzy g*s-open sets.. Fuzzy filterbases are used to characterize fuz[r] ... See full document

... Lemma 3.18: Every G*-irresolute function is G*-continuous Proof: Suppose f : X→Y is G*-irresolute. Let V be any closed subset of Y. Then V is G*-closed set in Y, lemma -3.2 . Since f is g*sp-irresolute, f ... See full document

... introduced fuzzy γ open sets and fuzzy γ ...introduced fuzzy generalized γ continuity in fuzzy topological ...investigate fuzzy generalized γ connectedness ... See full document

... intuitionistic fuzzy topological ...intuitionistic fuzzy G δ - e -locally continuouus ...intuitionistic fuzzy G δ - e -locally continuous ...intuitionistic fuzzy closed set in an ... See full document

... in fuzzy set theory, has been established by Chang [3] in 1968, who introduced the concept of fuzzy topological space which is a natural generalization of topological spaces based on ... See full document

... of fuzzy continuous functions in the development of fuzzy ...of fuzzy continuity have been obtained by various authors with the help of generalized fuzzy continuous functions in ... See full document

... regular generalized closed set is a nano generalized regular ...regular generalized closed sets are nano genrealized regular closed ... See full document

... -open sets which are weaker than open ...-open sets and pre- -open maps in topological spaces are introduced by Ibrahim [3, 4] and also fuzzy generalized -closed ... See full document

... mean fuzzy topological space (abbreviated as fts) on which no separation axioms are assumed unless otherwise ...a fuzzy set A by Cl A ( ) = ∧ { µ µ : ≥ A ,1 − ∈ µ τ } and In t A ( ) = ∨ { µ µ : ≤ A , ... See full document

... A fuzzy point x p ∈ A is said to be quasi-coincident with the fuzzy set A denoted by x qA p iff P + A x ( ) > 1 ...A fuzzy set A is quasi-coincident with a fuzzy set B denoted by AqB iff ... See full document