[PDF] Top 20 A Study Of Some Local Properties In Fuzzy Nearness Spaces

... whose members are fuzzy compact. By the regularity of X, there is V ∈ µ such that V ={V | V < ξ U for some U ∈ U }. Then there is a finite subset {V 1 , V 2 ,..., V n } of V such that A ≤ ٧ {V i | 1≤ i ≤ ... See full document

... of fuzzy biclosure spaces. In this paper the conceptof fuzzy biclosed (fuzzy biopen) maps and pairwise fuzzy biclosed (pairwise fuzzy biopen) maps in fuzzy biclosure ... See full document

... In this paper we introduce and study different properties of g * -closed sets in the intuitionistic fuzzy.. topological spaces.[r] ... See full document

... of local homogeneity in L-topological spaces are introduced and studied, and each is characterized and proved to be a good extension of local homogeneity in ordinary topological ...The study ... See full document

... In mathematics, a bitopological space is a set endowed with two topologies. Typically, if the set is and the topologies are and then the bitopological space is referred to as . In this paper, we introduce a notion of ... 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

... the study of intuitionistic fuzzy topological ...intuitionistic fuzzy topological spaces are ...analyzed some properties of 𝜋𝑔𝛾* closed sets and 𝜋𝑔𝛾* open sets in intuitionistic ... See full document

... As an application of Corollary 3.1, we prove a common fixed point theorem in the product space X × X. In 2006, Bhaskar and Lakshmikantham (2006) introduced the notion of coupled fixed point and proved coupled fixed point ... See full document

... of fuzzy quasimetric spaces as a natural generalization of the corresponding notion of fuzzy metric space to the ...to study such spaces and investigates some properties ... See full document

... of fuzzy sets introduced by Zadeh [1] after then the concept of intuitionistic fuzzy set was introduced by Atanassov [2] as a sense of generalized this concept and introduced intuitionistic fuzzy ... See full document

... fact, fuzzy metric determines the rate of nearness without introduc- ing a distance number, this is the main idea of the fuzzy metric ...of nearness is more important than the notion of ... See full document

... and fuzzy topology 3, in the sensethat not only the objectsare fuzzified, but also the ...gave some rules and showed how such an extension can be ...the study of topological-type structures on ... See full document

... metric spaces have been investigated for more that fifty years, some basic questions in their theory still remain open let us recall that hyperconvex metric spaces were introduced in 1 see also 2, ... See full document

... The aim of this article is to present, improve and generalize some recent coincidence and coupled coincidence point results from several papers in the framework of partially ordered b-metric spaces. Two ... See full document

... of fuzzy β-Ψ-almost β-normal spaces, fuzzy β-Ψ-almost regular spaces are introduced and their properties are ...of fuzzy β-Ψ-nearly normal spaces, fuzzy ... See full document

... of fuzzy sets is introduced by Zadeh ...of Fuzzy sets, Fuzzy metric ...of fuzzy metric spaces using continuous t ...proved some point theorems “intuitionistic fuzzy ... See full document

... will study some topo- logical properties that are preserved by proper subspaces; in fact, we will study the fol- lowing topological properties: Baire spaces, second category, ... See full document

... given some properties of Spectral Theory of Linear Operator defined on fuzzy normed spaces which was considered as an expansion for the spectral theory of linear operator defined on normed ... See full document

... wise some of his doughs would be too soft and sticky, while others would be too tough, extremes of condition which not only cause serious difficul- ties in the handling of the doughs, but which do not result in ... 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 Zadeh’s [15] ... See full document