This paper aims to discuss the convergence behavior of fixed points for graphical B c-
Kannan-contractions using numerical iterations within the structure of graphical extended b …

The content of this article is threefold. First, we enunciate some novel results concerning
Reich‐ℳ mappings endowed with a graph ℳ in the context of dislocated b‐metric spaces. By …

This article introduces the notion of controlled graphical metric type spaces, which integrates
the concepts of controlled metric type spaces, extended metric type spaces, b-metric type …

In the commenced work, we establish some novel results concerning graph contractions in a
more generalized setting. Furthermore, we deliver some examples to elaborate and explain …

In this paper, we firstly propose the notion of double controlled partial metric type spaces,
which is a generalization of controlled metric type spaces, partial metric spaces, and double …

The concept of graphical structures of extended suprametric space is introduced in this study
and applied to supra-graphical contractive mapping. A recursive algorithm in connection …

Very recently, the notion of graphical rectangular b-metric spaces has been introduced,
where the weight of the symmetric edges endowing the directed graph is defined in terms of …

In this manuscript, we generalize, improve, and enrich recent results established by Budhia
et al.[L. Budhia, H. Aydi, AH Ansari, D. Gopal, Some new fixed point results in rectangular …

This article introduces a novel class of Reich-type contractions that meet the graph
preservation criteria in the context of complete fuzzy metric spaces. The provided contraction …

This work presents the concept of controlled dislocated metric spaces, and the Banach
contraction principle in these spaces is examined. Next, we provide extensive examples of …