We initiate the notion of generalized MT-cyclic contraction mappings with respect to an
auxiliary function φ and investigate the existence of a best proximity point of such mappings …

In this paper, we present two main results about best proximity points for multivalued
mappings. First, taking into account Klim and Wardowski's approach in fixed-point theory, we …

In this short survey, we aim to underline the importance of the non-unique fixed point results
in various abstract spaces. We recall a brief background on the topic and we combine …

In this paper, we introduce some fixed‐point theorems for a generalized almost Hardy‐
Rogers‐type F contraction in a metric‐like space and give an example to illustrate these …

Axioms | Free Full-Text | Best Proximity Point Theorems on Rectangular Metric Spaces
Endowed with a Graph Next Article in Journal Complex Soliton Solutions to the Gilson–Pickering …

Our aim is to present some common fixed point theorems in bipolar metric spaces via certain
contractive conditions. Some examples have been provided to illustrate the effectiveness of …

The aim of this paper is to establish the existence of some common fixed point results for
generalized Geraghty (α, ψ, ϕ)-quasi contraction self-mapping in partially ordered metric …

In this paper, we present fixed point theorems for a generalized Roger Hardy type F-
contraction in metric-like spaces and also give some examples to illustrate the main results …

For a given mapping f in the framework of different spaces, the fixed-point equations of the
form fx= x can model several problems in different areas, such as differential equations …

In this study, we establish the existence and uniqueness theorems of the best proximity
points for Geraghty type 𝒵-proximal contractions defined on a complete metric space. The …