Recently, S-metric spaces are introduced as a generalization of metric spaces. In this paper,
we consider the relationships between of an S-metric space and a metric space, and give an …

Very recently, N. Souayan and N. Mlaiki [Nazir Souayan and Nabil Mlaiki, A fixed point
theorem in Sb-metric spaces, J. Math. Comput. Sci. 16 (2016), 131-139] and S. Sedghi et …

Inspired by the concept of Sb-metric spaces which was introduced by Souayah and Mlaiki in
[8]. In this paper, we define complex valued Sb-metric spaces. Along with the topology of this …

This manuscript examines fuzzy fixed point results using the concepts of S-metric space. We
introduce two contractive maps, γ-and γ-weak contractions, within the context of S-metric …

In this study, we present the concept of a C*-algebra-valued S-metric space. We prove
Banach contraction principle in this space. Finally, we prove a common fixed point theorem …

Fixed point theory is very wide field, which have many applications in different areas. The
concept of altering distance to find fixed point results have been explored by many authors …

In this paper, the notion of limit property (-Tayyab kamran, 2004-) and common limit property
(-Yicheng Liu & Jun Wu & Zhixiang Li, 2005-) for single-valued and multi-valued …

In this manuscript, we prove fixed point results in Rm‐metric spaces endowed with an
amorphous binary relation. Moreover, we give an example to highlight the utility of our main …

In this paper, we study some unique coupled coincidence points for rational type
contractions involving generalized altering distance functions in metric spaces. Our results …

In this note for every S S-metric space (X, S),(X, S), we define a new S S-metric S _ H SH
called Hausdorff S-metric on CB (X) CB (X) and show that if (X, S)(X, S) is complete,(K\left …