In this paper, some new results are given on fixed and common fixed points of Geraghty type
contractive mappings defined in b-complete b-metric spaces. Moreover, two examples are …

Objectives The aim of this paper is to establish some fixed point, coincidence point and,
coupled coincidence and coupled common fixed point results for generalized (ϕ, ψ)(ϕ, ψ) …

We consider some Nemytzki‐Edelstein‐Meir‐Keeler type results in the context of b‐metric
spaces. In some cases, we assume that the b‐metric is continuous. Our results generalize …

The main and the most important objective of this paper is to nominate some new versions of
several well-known results about fixed-point theorems such as Caristi's theorem, Pant et al.'s …

The concept of symmetry is inherent in the study of metric spaces due to the presence of the
symmetric property of the metric. Significant results, such as with the Borsuk–Ulam theorem …

In the current paper, some new set-valued Meir–Keeler, Geraghty and Edelstein type fixed
point theorems are presented in ab-metric space. Some new contractive conditions are …

Many authors used the concept of F− contraction introduced by Wardowski in 2012 in order
to define and prove new results on fixed points in complete metric spaces. In some later …

We discuss the existence of a fixed point for a self mapping and its uniqueness
satisfying\(ϕ˙, η˙\)-generalized contractive condition including altering distance functions of …

The aim of this paper is to establish some fixed point results for surrounding quasi-
contractions in non-triangular metric spaces. Also, we prove the Banach principle of …

In 1993, Czerwik [27] introduced the notion of a b-metric with a coefficient 2. This notion was
generalized later with a coefficient κ≥ 1 in [28]. In 2010 Khamsi and Hussain [58] …