[PDF] Top 20 Multidimensional common fixed point theorems under probabilistic φ-contractive conditions in multidimensional Menger probabilistic metric spaces
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Multidimensional common fixed point theorems under probabilistic φ-contractive conditions in multidimensional Menger probabilistic metric spaces
... some multidimensional common fixed point problems of hybrid probabilistic contractions with a gauge function ϕ are ...triple common fixed point theorems in the corresponding ... See full document
15
Common fixed point theorems for cyclic weak (φ,ψ)-contractions in Menger spaces
... Example 2.5. If (X , d) is a metric space then the metric d induces a mapping X × X −→ L, defined by F p,q (x) = H(x − d(p, q)), p, q ∈ X and x ∈ R. Further, if the t−norm t : [0, 1] × [0, 1] −→ [0, 1] is ... See full document
9
Some multidimensional fixed point theorems on partially preordered G∗-metric spaces under (ψ,φ)-contractivity conditions
... and) multidimensional fixed point results under ( ψ , ϕ )-contractivity conditions in the framework of G ∗ -metric spaces, which are spaces that result from G-metric ... See full document
23
Generalized probabilistic metric spaces and fixed point theorems
... A Menger probabilistic G-metric space (shortly, PGM-space) is a triple (X, G ∗ , T ), where X is a nonempty set, T is a continuous t-norm and G ∗ is a mapping from X × X × X into D (G ∗ x,y,z denotes ... See full document
15
Strict Contractive Conditions and Common Fixed Point Theorems in Cone Metric Spaces
... in metric spaces. It is known that in the case of metric spaces compatibility implies weak compatibility but that the converse is not ... See full document
14
On fixed point theorems involving altering distances in Menger probabilistic metric spaces
... fixed point theorems have been established in PM-spaces by various authors, ...classical metric fixed point result of Khan et ...abilistic φ -contraction on a complete ... See full document
10
Tripled common fixed point theorems under probabilistic φ-contractive conditions in generalized Menger probabilistic metric spaces
... generalized Menger probabilistic metric spaces and tripled common fixed point for a pair of mappings T : X × X × X → X and A : X → X are ...tripled common fixed point ... See full document
17
Common fixed point theorems in Menger spaces
... Probabilistic metric space was first introduced by Menger ...a probabilistic metric space, for example, we may see Schweizer and Sklar ...about fixed point theorems ... See full document
15
Common Fixed Point Theorems in Menger Spaces
... 1942, Menger [8] has introduced the theory of probabilistic metric space by introducing probabilistic notion into ...two common fixed point theorems on complete PM- ... See full document
7
Some Common Fixed Point Theorems Using Implicit Relations in Menger Spaces
... of probabilistic metric spaces is an important part of stochastic Analysis, and so it is of interest to develop the fixed point theory in such ...the fixed point theory in ... See full document
13
Coincidence fixed point theorem in a Menger probabilistic metric spaces
... Sadovskii fixed point theorems to obtain our main results under some appropriate ...results.Fixed point theory of nonexpansive type single valued mappings provides techniques for ... See full document
7
Common fixed point theorems for three pairs of self-mappings satisfying the common \((E.A)\) property in Menger probabilistic G-metric spaces
... In this paper, we generalize the algebraic sum ⊕ of Fang. Based on this concept, we prove some common fixed point theorems for three pairs of self-mappings satisfying the common (E.A) property ... See full document
14
Some fixed point theorems in Menger probabilistic metric-like spaces
... fixed point theorems have been presented in the setting of proba- bilistic metric ...contractivity conditions in the probabilistic framework is based on considering some terms like in ... See full document
16
Menger-Hausdorff metric and common fixed point theorems in Menger probabilistic G-metric spaces
... Definition . Let (X, G ∗ , ) be a Menger PM-space and ( ∗ , G ∗ , ) be the induced Menger PM-space, f , h, r : X → X and F, H, R : X → ∗ . Three pairs of mappings (f , F), (h, H), and (r, R) are said to ... See full document
18
New multipled common fixed point theorems in Menger PM-spaces
... , Menger [] initiated the study of probabilistic metric ...equations under various types of conditions in Menger spaces (see ...introduced probabilistic ... See full document
9
Some Fixed Point Theorems in Menger Probabilistic Partial Metric Spaces with Application to Volterra Type Integral Equation
... A similar argument as above shows that u = v, and the proof is complete. In the sequel, we first introduce the concept of (β, γ)-contractive mapping of type (II) and then we describe a fixed point ... See full document
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5. Common Fixed Point Theorems in Menger Probabilistic Quasi-Metric Spaces
... [Ordered probabilistic metric spaces, ...of probabilistic quasi-metric spaces which offers a wider framework than that of metric ...mon fixed point ... See full document
9
Common Fixed Point Theorems in Menger Probabilistic Quasimetric Spaces
... K. Menger introduced the notion of a probabilistic metric space in 1942 and since then the theory of probabilistic metric spaces has developed in many directions ...K. ... See full document
11
Common Fixed Point Theorems For Finite Number Of Mappings Without Continuity And Compatibility In Menger Spaces
... true. Menger [5] introduced the notion of probabilistic metric space, which is generalization of metric space and study of these spaces was expanded rapidly with pioneering work of ... See full document
5
A fixed point theorem for a special class of probabilistic contraction
... a probabilistic metric spaces is introduced in 1942 by ...K. Menger. The first idea of K. Menger was to use distribution function instead of nonnegative real numbers as values of the ... See full document
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