The paper concerns our sustained efforts for introduction of V-fuzzy metric spaces and to
study their basic topological properties. As an application of this concept, we prove coupled …

The aim of this paper is to prove new common fixed point theorems on intuitionistic fuzzy
metric spaces. Our main result, bring into play the concept of the EA property, complete …

Vishal Gupta, Naveen Mani, Rajinder Sharma and Adesh Kumar Tripathi abstract: In this
paper, we have derived common fixed point results for weakly compatible self mappings …

The purpose of this paper is to obtain some results on existence of fixed points for
contractive mappings in fuzzy metric spaces using control function. We prove our results on …

Graph plays the role of partial ordering in fuzzy metric spaces. Also, the language of graph in
a fuzzy metric space presents a fruitful application of mathematics in computer science and …

The aim of this paper is to define the generalised altering distance function and to extend the
Banach contraction principal in complete fuzzy metric spaces using altering distance. The f …

This In this paper, we define new control functions to give unique fixed point in fuzzy metric
space. A fruitful contractive condition of (ψ, ϕ)-type is used to obtain common fixed point …

In this paper, we extend prominent fixed-point theorems within the framework of symmetry, a
structure increasingly relevant in decision-making, optimization, and uncertainty modeling …

In the present paper our aim is to develop coupled fixed point theorems in fuzzy metric
space with graph. We introduce the concept of J-γ-contraction mapping using the control …

The primary objective of this study is to derive some theorems in fuzzy b-metric spaces
under some assumptions on t-norms satisfying rational contractions. Some consequence …