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

Strict Contractive Conditions and Common Fixed Point Theorems in Cone Metric Spaces

A lot of authors have proved various common fixed-point results for pairs of self-mappings under strict contractive conditions in metric spaces. In the case of cone metric spaces, fixed point results are usually proved under assumption that the cone is normal. In the present paper we prove common fixed point results under strict contractive conditions in cone metric spaces using only the assump...

Some New Common Fixed Point Theorems under Strict Contractive Conditions in G-Metric Spaces

Common coupled fixed point theorems satisfying rational type contractive conditions in b-metric spaces

In this article, existence and uniqueness of common coupled fixed point for a pair of mappings in the setup of complete b-metric spaces are studied. The derived result generalizes and extends some well known results from the existing literature in b-metric spaces. Appropriate example is also given.

On Fixed Point Theorems for Contractive-type Mappings in Fuzzy Metric Spaces

In this paper,  we provide two different kinds of fixed pointtheorems in  fuzzy metric spaces. The first kind is for the fuzzy$varepsilon$-contractive type mappings and  the second kind is forthe fuzzy order $psi$-contractive type mappings. They improve thecorresponding  conclusions in the literature.