Some new contractive map**s on S-metric spaces and their relationships with the map** (S25)

NİY Özgür, Nİ Taş - Mathematical Sciences, 2017 - Springer
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 …

New fixed-circle results on S-metric spaces

NY Özgür, N Taş, U Çelik - 2017 - dspace.balikesir.edu.tr
In this paper our aim is to study some fixed-circle theorems on 5 metric spaces. For this
purpose we give new examples of S-metric spaces and investigate some relationships …

Recent advances on fixed point theorems

J Patil, B Hardan, YM Ahire, AA Hamoud… - Bulletin of Pure & …, 2022 - indianjournals.com
Recent Advances on Fixed Point Theorems Page 1 www.IndianJournals.com Members
Copy, Not for Commercial Sale Downloaded From IP - 66.249.79.35 on dated 2-Jan-2025 …

On Parametric S‐Metric Spaces and Fixed‐Point Type Theorems for Expansive Map**s

N Taş, N Yılmaz Özgür - Journal of Mathematics, 2016 - Wiley Online Library
We introduce the notion of a parametric S‐metric space as generalization of a parametric
metric space. Using some expansive map**s, we prove a fixed‐point theorem on a …

Study of metric space and its variants

SS Chauhan, P Garg, K Thakur - Journal of Mathematics, 2022 - Wiley Online Library
Study of Metric Space and Its Variants - Chauhan (Gonder) - 2022 - Journal of Mathematics -
Wiley Online Library Skip to Article Content Skip to Article Information Wiley Online Library Wiley …

Fixed point theorems on cone S-metric spaces using implicit relation

GS Saluja - Cubo (Temuco), 2020 - SciELO Chile
In this paper, we establish some fixed point theorems in the framework of cone S-metric
spaces using implicit relation. Our results extend, unify and generalize several results from …

[PDF][PDF] Suzuki-Berinde type fixed-point and fixed-circle results on -metric spaces

N Taş - Journal of Linear and Topological Algebra (JLTA), 2018 - journals.iau.ir
In this paper, the notions of a Suzuki-Berinde type FS-contraction and a Suzuki-Berinde type
FS C-contraction are introduced on a S-metric space. Using these new notions, a fixed-point …