[PDF] Top 20 Fixed Point Theorem in Fuzzy Metric Spaces using E.A. Like Property

... R.,”Fixed point theorem for Fuzzy numbers”, J. Fuzzy Sets and Systems , ...“Fixed point theorem for Fuzzy mappings” , J. Fuzzy Sets and Systems , vol ... See full document

... – metric space and introduced metric space and proved some basic properties in metric ...spaces. Using the concept of metric Sedgi and Shobe [9] defined – fuzzy ... See full document

... common fixed point theorem generally involves conditions on commutatively, continuity, completeness together with a suitable condition on containment of ranges of involved mappings by an appropriate ... See full document

... coupled fixed point for mixed monotone operator in partially ordered metric ...coupled fixed point theorem for two commuting mappings having mixed g-monotone ...coupled ... See full document

... fixed point and mixed monotone property for contractive operators of the form F : X × X → X, where X is a partially ordered metric space, and then established some interesting coupled fixed ... See full document

... of fuzzy mappings in the fuzzy metric space on compact sets, which is a partial generalization of fuzzy contractive mappings in the sense of ...D. E. Moutawakil. Also, we derived the ... See full document

... of fuzzy sets was introduced initially by Zadeh [11] in the year ...of fuzzy sets, Atanassove [24] introduced the concept of Intuitionistic fuzzy ...Intuitionistic fuzzy sets. Intuitionistic ... See full document

... (E.A) property for self mappings which contained the class of non-compatible mappings in metric ...(E.A) property allows replacing the completeness requirement of the space with a more natural ... See full document

... unique fixed point in X ...by using this condition. Due to a numerous applications of the fixed point theory, from the last few decades this theory is a central topic of ...common ... See full document

... But φ(u, v, u, v) ≥ 0 implies u ≥ v, then M (F v, f v, t) ≥ 1, which a contradiction. So that f v ∈ F v. In similar way, one may use φ(u, v, v, u) ≥ 0 and deduce that gw ∈ Gw. By weakly commuting and occasionally ... See full document

... Fixed point theory, which is an important branch modern mathematics, has been extensive- ly studied in different framework of ...that fixed point problems of nonlinear operators, which find a ... See full document

... Corollary 3.4. Let X, ≤ be a partially ordered set and suppose that there is an L-fuzzy metric M on X such that X, M, T is a complete ML-fuzzy metric space in which T is Hadˇzic’ type. Let F : ... 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

... A fuzzy subset of X is characterized by a membership function such that each element in X is associated with a real number in the interval ...a metric space and a fuzzy set A in X is characterized by ... See full document

... theory, fuzzy theory, image processing and so forth. In metric spaces, this theory begins with the Banach fixed-point theorem which provides a constructive method of finding ... See full document

... Let us recall that Schellekens introduced in [] the so-called complexity quasi-metric space in order to construct a topological foundation for the complexity analysis of pro- grams and algorithms. In that paper, ... See full document

... Proof: Since the pairs (A, S) and (B, T) share the property (E.A), there exist two sequences { 5 } and { 5 } in X such that lim 5→n 7 5 = lim 5→n 8 5 = lim 5→n : 5 = for some z ∈ {. S(X) is closed subset of X, ... See full document

... of fuzzy mathematics commenced with the introduction of the notion of fuzzy sets by Zadeh [12], in 1965, as a new way to represent the vagueness in everyday ...life. Fuzzy set theory has applications ... See full document

... probabilistic metric space was introduced by Mihet ...of fixed point in probabilistic and fuzzy metric spaces ...in fuzzy metric spaces ...obtained ... 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