[PDF] Top 20 Fixed point and endpoint theorems for set-valued fuzzy contraction maps in fuzzy metric spaces

... Proof. Let (X, M, *) be standard fuzzy metric space induced by the metric d with a * b = ab. Now we show that the conditions of Theorem 2.4 are satisfied. Since (X, d) is a complete metric ... See full document

... a fuzzy set in his seminal pa- ...of fuzzy set, which also include interesting applications of this theory in different fields such as math- ematical programming, modeling theory, control ... See full document

... common fixed point theorems for a pair of maps un- der contraction involving rational expressions in the setting of complex valued b-metric spaces are ... See full document

... involving fixed poins used the Banach contraction ...of fuzzy set was initially introduced by Zadeh ...introduced fuzzy metric space, many authors extend their views, Grorge and ... See full document

... 2-metric spaces in a series of his ...time contraction type mappings in 2-metric ...introduced fuzzy 2-metric space and fuzzy 3-metric space and obtained some ... See full document

... of fuzzy set was introduced by Zadeh [26] and this lead the turning point in the development of fuzzy ...mathematics. Fuzzy set theory has many applications in applied sciences ... See full document

... a set, the fuzzy set, which was intro- duced initially by Zadeh [], considering mathematical programming problems which are expressed as optimizing some goal function given certain constraints, this ... See full document

... Complex valued metric spaces were introduced in 2011 by Azam et ...of fixed point theorems for maps satisfying the contraction condition involving rational ... See full document

... Chen, Some new fixed point theorems for set-valued contractions in complete metric spaces, Fixed Point Theory Appl. Liu, Common fixed point theorems for sequences of Φ -type contraction [r] ... See full document

... existing metric space ...those spaces. In 2006, Mustafa and Sims attempted to address the D-metric space deficiencies by introducing a new structure of generalized metric spaces called ... See full document

... Following Grabiec’s approach to fuzzy contraction principle, the purpose of this note is to obtain common fixed point theorems for asymptotically commuting maps on fuzzy metric spaces...[r] ... See full document

... Remark 2.4. Note that Theorem 2.3 does not follow from Theorem 3.3 of Bae 5 by replacing the metric d by ψd. In Theorem 2.3, we assume T is metrically inward with respect to d but to apply Theorem 3.3 of 5 with ψd ... See full document

... the fuzzy set concept plays an important role in many scientific and engineering ...of fuzzy sets was introduced initially by Zadeh [] in ...of fuzzy mapping and proved a fixed point ... See full document

... Probabilistic metric spaces originated in 1942 by Karl Menger ...the metric. An analogy between probabilistic metric spaces and metric spaces can be drawn in a situation ... See full document

... of fuzzy mappings and proved some fixed point theorems for fuzzy contraction ...common fixed points of a pair of multivalued mappings and a sequence of single ... See full document

... complete metric space, β : X × X −→ [0, ∞) , ϕ ∈ ψ and S, T be L-Fuzzy mappings from X into F L (X ...admissible contraction if there exists an arbitrary function g : X −→ X such that for all x, y ∈ ... See full document

... of fuzzy sets was first introduced by Zadeh [11] in 1965, now the expansion of fuzzy sets theory in pure and applied mathematics has been widely ...about metric spaces what is extended to the ... See full document

... common fixed point theorem in the setting of intuitionistic fuzzy metric ...intuitionistic fuzzy metric spaces and proved the intuitionistic fuzzy version of Pant’s ... See full document

... Fixed point theorems are proved for contraction maps on M-convex spaces... Fixed Point Theorems, Contraion principle, M-convex spaces..[r] ... See full document

... of fuzzy metric spaces has been developing since ...fixed point theorem of Banach was extended by Grabiec ...fixed point is invariant in metric ... See full document