Fixed point results for a pair of fuzzy mappings and related applications in b-metric like spaces

AbstractThis paper is devoted to finding out some realization of the concept of b-metric like space. First, we attain a fixed point for two fuzzy mappings satisfying a suitable requirement of contractiveness. Subsequently, we apply such a result to graphic contractions. Also, we attain a unique solution for a system of integral equations, and lastly we give an application to ensure that there exists a common bounded solution of a suitable functional equation in dynamic programming

GENERALIZED WEAK CONTRACTION FOR HYBRID PAIR OF MAPPINGS WITH APPLICATION

We establish some common coupled fixed point theorems for hybrid pair of mappings under generalized weak contraction on a non complete metric space, which is not partially ordered. As an application, we study the existence and uniqueness of the solution to an integral equation and also give an example to show the fruitfulness of our results. The results we obtain generalize, extend and improve several classical results in the literature in metric spaces

Some fixed point results in fuzzy metric space using intimate mappings

The aim of this research paper is to prove the existence and uniqueness of common fixed point theorems for four self-mappings in fuzzy metric space using the notion of Intimate mappings. We also provide appropriate illustrations to justify the key points mentioned in the main results

Fixed Point Result with Soft Cone Metric Space with Examples

In the present paper, some fixed point and communal fixed point theorems are established for new contractive mapping in soft cone metric spaces. The generalized many previous well known results. Keywords:soft cone metric space, communal fixed point theorem. DOI: 10.7176/MTM/9-4-07 Publication date: April 30th 2019