After the introduction of almost contraction due to Berinde, the branch of metric fixed point
theory has attracted much attention in this direction, and various fixed point results have …

This article includes some fixed point results for (φ, ψ, θ)-contractions in the context of metric
space endowed with a locally H-transitive relation. We constructed an example for attesting …

The present study deals with some fixed-point outcomes under a nonlinear formulation of
strict almost contractions in a metric space endued with an arbitrary relation. The outcomes …

This article addresses certain fixed-point results in a metric space equipped with a locally
transitive binary relation under a functional contraction containing three auxiliary functions …

In this study, we demonstrate the fixed point theorem for rational contractive map** on a
complete G− metric space. Furthermore, we provide an application of a first-order boundary …

This paper deals with the fixed-point findings under relational strict almost (ϕ, ψ)-contraction.
Our findings complement and strengthen prevailing results. In the course of the procedure …

This article is devoted to enhancing a class of generalized Suzuki-type nonlinear
contractions following Pant to a class of Suzuki–Ćirić-type nonlinear contractions via …

This manuscript includes certain results on fixed points under a generalized contraction
involving a pair of shifting distance functions in the framework of metric space endowed with …

In this paper, we prove the fixed-point theorem for rational contractive map** on®-metric
space. Additionally, an Euclidean metric space with a binary relation example and an …

The objective of the paper is to present some fixed point results verifying a relational
contraction utilizing certain shifting distance functions and via a generalized class of …