Common Random Fixed Point Theorem Research Articles

Random fixed point under contractive condition of integral type

In this paper, we establish random fixed point theorems for random contractive condition of integral type in complete metric space under RX–contraction. Also we prove common random fixed point theorems using random operator satisfying random conditions of integral type and RX.

Modified random errors S-iterative process for stochastic fixed point theorems in a generalized convex metric space

In this paper, we suggest the modified random S-iterative process and prove the common random fixed point theorems of a finite family of random uniformly quasi-Lipschitzian operators in a generalized convex metric space. Our results improves and extends various results in the literature.

Random Fixed Point Theorem for Weakly Compatible Mappings under Implicit Relation in Cone Random Metric Spaces

In this paper, we establish a unique common random fixed point theorem in cone random metric spaces for four weakly compatible mappings by using an implicit relation. Some corollaries of this theorem for two and three random weakly compatible mappings are obtained. Some examples are given to support our generalization. Our results presented in this paper extend and improve several recent results in the setting of cone random metric spaces.

Common Random Fixed Point Theorems of AkramContraction Mappings in Cone Random Metric Spaces

Common Random Fixed Point Theorems of AkramContraction Mappings in Cone Random Metric Spaces

Common random fixed point theorems for contractions of rational type in ordered metric spaces

In this paper, we prove some common random fixed point theorems for mappings involving rational expression in the framework of metric spaces endowed with a partial order using a class of pairs of functions satisfying certain assumptions.

A Common Random Fixed Point Theorem for Weakly Compatible Mappings in Cone Random Metric Spaces

In this paper, we prove a unique common ran- dom fixed p oint t heorem i n t he f ramework o f c one random metric spaces for four weakly random compatible mappings under strict contractive condition. Some corollaries of this theorem for three and two weakly random compatible mappings and for one random mapping are derived. Two examples to justify our theorem are given. Our results extend some previous work related to cone random metric spaces from the current existing literature.

Some common random fixed point theorems for contractive type conditions in cone random metric spaces

Abstract In this paper, we establish some common random fixed point theorems for contractive type conditions in the setting of cone random metric spaces. Our results unify, extend and generalize many known results from the current existing literature.

Common random fixed point theorems in multiplicative metric spaces

Common random fixed point theorems in multiplicative metric spaces

On common random fixed point theorems under contractive type condition in cone random metric spaces

The aim of this paper is to establish some common random fixed point theorems under contractive type condition in the framework of cone random metric spaces and also to obtain some classical results as corollaries. Our results extend and generalize many known results from the current existing literature.

Random fixed point theorems for Ciric quasi contraction in cone random metric spaces

Abstract The purpose of this paper is to establish a common random fixed point theorem by using Ciric quasi contraction for two random operators in the framework of cone random metric spaces and also to obtain some random fixed point results as corollaries. Our results extend and generalize the corresponding recent result from the current existing literature.

Some Common Random Fixed Point Theorems In S- metric Space with New Type of Rational Contractive Conditions

Some Common Random Fixed Point Theorems In S- metric Space with New Type of Rational Contractive Conditions

A common random fixed point theorem and Application to Random Integral Equations

The aim of this paper is to prove a flxed point theorem via contraction mappings of a pair of weakly increasing mappings using an altering function in a partially ordered complete separable metric spaces. Our theorem is useful to determine a large of nonlinear problems. We discuss the existence of a common solution to a system of nonlinear random integral equations.

A Common Random Fixed Point Theorem for Six Weakly Compatible Mappings in Hilbert Spaces

In this paper, we obtain a common random xed point theorem for six weakly compatible random operators dened on

Common Random Fixed Point theorem for compatible random multivalued operators

The aim of this paper is to prove some common random fixed point theorem for two pairs of compatible random multivalued operators satisfying rational inequality.

Common Random Fixed Point Theorem for Generalized $(\psi,\varphi)$-Weak Contractions Random Operators

Common Random Fixed Point Theorem for Generalized $(\psi,\varphi)$-Weak Contractions Random Operators

Common random fixed point theorems in probabilistic analysis

Presented are some new common fixed point theorems which generalize some well-known results in papers [ 1-10, 12-19 ]. The method used in this paper defers from that used by other authors