[HTML][HTML] A class of relational functional contractions with applications to nonlinear integral equations

KJ Ansari, S Sessa, A Alam - Mathematics, 2023 - mdpi.com
In this article, we investigate some fixed-point results under certain functional contractive
map**s in a relation metric space. In the process, we utilize more general contraction …

[HTML][HTML] Geraghty type contractions in relational metric space with applications to fractional differential equations

A Alamer, NHE Eljaneid, MS Aldhabani… - Fractal and …, 2023 - mdpi.com
The present manuscript is devoted to investigating some existence and uniqueness results
on fixed points by employing generalized contractions in the context of metric space endued …

Relation-preserving functional contractions involving a triplet of auxiliary functions with an application to integral equations

D Filali, FA Khan - Symmetry, 2024 - mdpi.com
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 …

[PDF][PDF] Some Common Fixed Point Results of Tower Map**s in (Pseudo) modular Metric Spaces

D Francis, GA Okeke, SH Khan - Symmetry, 2024 - researchgate.net
In this paper, we prove the existence and uniqueness of common fixed point of tower type
contractive map**s in complete metric (pseudo) modular spaces involving the theoretic …

Coincidence Theorems under Generalized Nonlinear Relational Contractions

NH Altaweel, NHE Eljaneid, HIA Mohammed… - Symmetry, 2023 - mdpi.com
After the appearance of relation-theoretic contraction principle due to Alam and Imdad, the
domain of fixed point theory applied to relational metric spaces has attracted much attention …

[PDF][PDF] SOLUTION OF CERTAIN PERIODIC BOUNDARY VALUE PROBLEM IN RELATIONAL METRIC SPACE VIA RELATIONAL ALMOST ϕ-CONTRACTIONS

D Filali, NHE Eljaneid, AF Alharbi, E Alshaban… - 2025 - jaac-online.com
This article is comprised of outcomes on fixed points for almost Matkowski contractions via
locally J-transitive relations. Our outcomes sharpen, unify, enrich and improve many fixed …