In this paper, various fixed point results on metric-like spaces are collected. Important
findings from the beginning up to the recent developments are discussed. Hence, the aim of …

In this paper, we present a new concept of generalized cyclic (ρ,θ)-ψ contraction via the
extended M_F-simulation function and establish the existence of such a contraction in a …

Mathematics | Free Full-Text | Modified Suzuki-Simulation Type Contractive Mapping in Non-Archimedean
Quasi Modular Metric Spaces and Application to Graph Theory Next Article in Journal …

In this paper, we introduce a new class of multivalued contractions and prove the existence
of a fixed point for such contractions. Some consequences are presented in b-metric spaces …

In this paper, we introduce $\lambda_ {(s,\varphi,\psi, L)} $-generalized Berinde type
contraction and obtain some common fixed point results for such class of contractions the …

The purpose of this paper is to establish some fixed point results in the setting of metric-like
space by defining an (α; β)-admissible z-contraction mapping imbedded in simulation …

Functional analysis has witnessed significant advancements with the introduction of
fractional operators, which extend the scope of fractional calculus to functional spaces …

This paper aims to introduce the new concept of an α-θ-Geraghty type contraction mapping
using CG-simulation in a metric-like space. Additionally, through this type of contraction, we …

FIXED POINT RESULTS FOR (α − β)-ADMISSIBLE ALMOST Z-CONTRACTIONS IN
METRIC-LIKE SPACE VIA SIMULATION FUNCTION Archana Dewang Page 1 FACTA …

In this paper, by using the concept of\(\alpha,\beta\)-admissible mappings with respect to\(Z\)-
contraction, we prove some fixed point results in complete metric-like spaces. Our results …