D. Wardowski proved in 2012 a generalization of Banach Contraction Principle by
introducing F-contractions in metric spaces. In the next ten years, a great number of …

In the paper, we consider some fixed point results of F-contractions for triangular α-
admissible and triangular weak α-admissible mappings in metric-like spaces. The results on …

This article introduces the concept of generalized (ffF, b, ϕ) contraction in the context of b-
metric spaces by utilizing the idea of F contraction introduced by Dariusz Wardowski. The …

In the commenced work, we establish some best proximity point results for multivalued
generalized contractions on partially ordered complete metric spaces along with the tactic of …

Within this manuscript we generalize the two recently obtained results of O. Popescu and G.
Stan, regarding the F-contractions in complete, ordinary metric space to 0-complete partial …

Banach's fixed-point theorem 1 is an essential technique in the theory of metric fixed points
in mathematics, and it has been widely expanded. Hardy–Rogers contractions, 2 Geraghty …

Some critical remarks of recent results on F-contractions in b-metric spaces Page 1
Mathematical Analysis and its Contemporary Applications Volume 4, Issue 2, 2022, 1–10 doi …

In this article, we propose some weaker orthogonal τ, FT− type of contraction mappings in
the setting of metric spaces endowed with an orthogonal relation, as well as certain sufficient …

In this paper, we introduce fuzzy generalized β-F-contractions as a generalization of fuzzy F-
contractions with admissible mappings. We deduce sufficient conditions for the existence …

In the paper, we consider some fixed point results of F-contractions for triangular α-
admissible and triangular weak α-admissible mappings in metric-like spaces. The results on …