[PDF] Top 20 Non Archimedean Fuzzy M Metric Space and Fixed Point Theorems Endowed with a Reflexive Digraph

... of fuzzy metric and m-metric spaces, we introduced the notion of Non- Archimedean fuzzy m-metric space which is an extension of partial fuzzy ... See full document

... Definition . [] Let (X, ) be a partially ordered set, and P : X × X → X and Q : X → X. We say that P has the mixed Q-monotone property if P is monotone Q-non- decreasing in its first argument and is monotone ... 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

... In this paper, we prove common fixed point theorems for the class of four non compatible mappings in Intuitionistic fuzzy metric spaces are proved. These results are proved ... See full document

... probabilistic metric space in which the metric whose value is non- negative real number is the probabilistic ...probabilistic metric spaces leads to the investigation of physical ... See full document

... 2 non-Archimedean prob- abilistic metric space (briefly 2 NA PM-space) if F is a mapping from X × X × X into D satisfying the following conditions where the value of F at x,y,z ∈ X × X × ... See full document

... of non-compatible maps in place of (CLRg) property, we cannot only prove a Theorem ...Intuitionistic Fuzzy metric space to the problem of Rhoades ... See full document

... In 1997, Cho et al. [2] introduced the concepts of compatible maps and compatible maps of type (A) in non-Archimedean Menger probabilistic metric spaces and gave some fixed point ... See full document

... of fixed point theorems on ordered nonArchimedean fuzzy metric ...two fixed point theorems are proved for fuzzy order ψ-contractive type ...common ... See full document

... a metric space, and let CB(X) and Comp(X) be the set of all nonempty closed bounded subsets of X and the set of all nonempty compact subsets of X, ... See full document

... Note that Mx, y, t can be realized as the measure of nearness between x and y with respect to t. It is known that Mx, y, · is nondecreasing for all x, y ∈ X. Let X, M, ∗ be a fuzzy metric ... See full document

... of Fuzzy sets was initially investigated by Zadeh [13] as a new way to represent vagueness in everyday ...defined Fuzzy metric space in various ...the Fuzzy metric space ... See full document

... complete metric space with ɗ and S and T be two self mapping then it is called conditionally commuting if they commutes on a nonempty subset of the set of coincidence points whenever the set of coincidence ... See full document

... some fixed point results were generalized to fuzzy metric space by authors as [1, 3, 9, 10, 17] ...a fixed point theorem for three maps of a complete metric ... See full document

... Menger space ( X, F, ∗) is an intuitionistic Menger space of the form ( X, F, 1 − F, ∗ , ♦) such that the t-norm ∗ and the t-conorm ♦ are associated, see [19], that is x ♦ y = 1 − ( 1 − x ) ∗ ( 1 − y ) for ... See full document

... The notion of modular spaces was introduce by Nakano [13] and was intensively develop by Koshi and Shimogaki [11], Yamamuro [17] and by Musielak and Orlicz [12]. Recently, Aghanians and Nourozi [2] discuss the existence ... See full document

... semicompatibility, and an implicit relation. In the sequel, we derive a characterization of this implicit relation if it is in linear form and use the same for obtaining some results in fixed points. For the sake ... See full document

... We shall start this section by recalling the following basic notions, introduced by [Abbas, Aydi and Karapınar, Tripled common fixed point in partially ordered metric spaces, submitted]. In this ... See full document

... of non-Archimedean Menger space has been established by Istratescu  and Crivat ...of fixed point of mappings on non-Archimedean Menger space has been given by ... See full document

... of fixed points of a function satisfying certain contractive conditions has been at the center of rigorous research ...a metric space. Based on the notion of generalized metric spaces, Mustafa ... See full document