A NOTE ON SOME FIXED POINT THEOREMS ON G-METRIC SPACES 1. Introduction Page 1
Journal of Applied Analysis and Computation Website:http://www.jaac-online.com Volume 11 …

In this paper, we propose a generalized notion of a distance function, called a $ g $-metric.
The $ g $-metric with degree $ n $ is a distance of $ n+ 1$ points, generalizing the ordinary …

In this manuscript, we aim to provide a new hybrid type contraction that is a combination of a
Jaggi type contraction and interpolative type contraction in the framework of complete metric …

In this paper, we give some elementary topological concepts and results on hyperbolic
valued metric space and then, we introduce two fixed point theorems for hyperbolic valued …

In this study, the concept of lacunary statistical convergence is studied in G-metric spaces.
The G-metric function is based on the concept of distance between three points. Considering …

In this article we extend the notions of G-metric and b-metric and define a new metric called
G b-metric with coefficient b≥ 1. A fixed point theorem is proved in this metric space. We …

We establish three major fixed-point theorems for functions satisfying generalized rational
type almost contraction conditions. Firstly we consider the case of a single mapping …

A note on three different contractions in partially ordered complex valued Page 1 http://www.aimspress.com/journal/Math
AIMS Mathematics, 7(7): 12322–12341. DOI: 10.3934/math.2022684 Received: 01 March …

In mathematical analysis, topology is built by metric spaces. A metric space is a set in which
the metric axioms are satisfied. Many mathematicians discuss the generalization of metric …

G‐metric spaces appeared in analysis as a generalization of metric spaces. D‐metric and 2‐
metric are also generalized by G‐metric. G‐fuzzy metric spaces may be treated as fuzzy …