[PDF] Top 20 Common New Fixed Point Theorem in Modified Intuitionistic Fuzzy Metric Spaces Using Implicit Relation

... of fuzzy set was introduced in 1965 by Zadeh ...of Intuitionistic fuzzy sets (IFS). Using the idea of IFS, a generalization of fuz- zy metric space was introduced by Park [3] which is ... See full document

... and common property ( E. A. ) in the setting of modified intuitionistic fuzzy metric spaces to prove a result interrelating the property ( ...with common property ( E.A. ... See full document

... S.Kumar, Common fixed point theorems for weakly compatible maps satisfying common ...in intuitionistic fuzzy metric spaces using implicit ... See full document

... another point ݖ such that ܲݖ = ܣܤݖ then by inequality (1) we have ܲݖ = ܣܤݖ = ܳݖ = ...unique point of coincidence of ܲ and ܣܤ. By lemma 2.6, ݓ is the only common fixed point of ܲ and ... See full document

... a common fixed point theorem for four weakly compatible maps on complete chainable fuzzy metric spaces satisfying an implicit ... See full document

... a common fixed point theorem for weakly compatible self-map satisfying the property CLRg using implicit relation on an Intuitionistic fuzzy metric ... See full document

... of fuzzy set was first introduced by Iranian mathematician Zadeh [18]. Fuzzy set is specifically designed to mathematically represent uncertainty and ...vagueness. Fuzzy set is defined by a ... See full document

... By Theorem of Alaca et al. ([2], 2006), we can conclude that in . Since is complete, therefore sequence in converges to for some in and so the sequences , , and also converges to . Since is chainable, there exists ... See full document

... turning point in the development of fuzzy mathematics when the notion of fuzzy set was introduced by ...of intuitionistic fuzzy ...of intuitionistic fuzzy topological ... See full document

... As S(X) is a closed subset of X , on the lines of Theorem 3.1, one can show that the pair ( f , S) has a point of coincidence, say u i.e. f u = Su. Since f (X ) ⊂ T (X ) and f u ∈ f (X), there exists w ∈ X ... See full document

... an intuitionistic fuzzy metric space if X is an arbitrary nonempty set, ∗ is a continuous t-norm,◊ is a continuous t- conorm and M,N are fuzzy sets on X 3 × [0, + ∞ ) satisfying the following ... See full document

... proved common fixed point theo- rems using ...introduced implicit func- tions which are proving fruitful due to their unifying power besides admitting new contraction ...[3] ... See full document

... Pant [18] introduced the concept of non commuting maps in metric spaces. Later Pathak et al. [9] generalized this concept and gave the concept of R-weakly commuting mappings of type (C) . Recently Hosseini ... See full document

... side, Fixed Point Theory is one of most valuable research branches in Non- linear ...abstract metric spaces. In last two decades xed point theorems have been largely explored in the ... See full document

... [11] modified the concept of fuzzy metric space due to Kramosi and Michalek [6] and defined a Hansdorff topology on modified fuzzy metric space which often used In current ... See full document

... in fuzzy metric spaces and improved the results of Mihet ...the fixed point (also see [11]). Many authors have proved common fixed point theorems in fuzzy ... See full document

... a common fixed point theorem for two weakly increasing operators in partially ordered metric spaces using implicit relation ...existence theorem for ... See full document

... metric spaces. One of such generalization is a probabilistic metric space, briefly, PM-spaces, introduced in 1942 by Menger ...introduced fuzzy metric spaces which are ... See full document

... type implicit relation in fuzzy metric ...for common fixed point theorem of integral type for six self-maps satisfying integral type implicit relations is ... See full document

... probabilistic metric spaces [5, 7]; fuzzy metric spaces [12, 15]; Intuitionistic fuzzy metric spaces [11, ...the common property (E.A), we prove a ... See full document