In this article, we introduce a new concept of admissible contraction and prove fixed point
theorems which generalize Banach contraction principle in a different way more than in the …

In this manuscript, a class of generalized (ψ, α, β)‐weak contraction is introduced and some
fixed point theorems in the framework of b‐metric space are proved. The result presented in …

In this paper, we define a generalized α-v^-Meir–Keeler-type contraction mapping in the
setting of modular extended b-metric spaces which generalized some results in classical …

Mathematics | Free Full-Text | Fixed Point Results in C🟉-Algebra-Valued Partial b-Metric
Spaces with Related Application Next Article in Journal Tighter Monogamy Relations for …

In this paper, we introduce a new generalized concept, namely, extended interpolative Cirić–
Reich–Rus-type F-contraction in b-metric space. In addition, we put forward the notion of …

In this study, our aim is to demonstrate the formation of generalization of Gb-metric space,
that is, extended Gb-metric space by means of the results of Kamran et al.[19]. We prove an …

In this paper, we introduce a new class of generalized weakly contractive mappings and
prove common fixed point results by using different algorithms involving this new class of …

In this paper, the notion of rectangular S-metric spaces which extends rectangular metric
spaces introduced by Branciari is introduced. Analogues of the some well known fixed point …

We discuss the existence of a fixed point for a self mapping and its uniqueness
satisfying\(ϕ˙, η˙\)-generalized contractive condition including altering distance functions of …

The main purpose of this paper is to show that the Meir–Keeler contraction principle, as well
as some of its generalizations, is, in general, not true in quasi-metric spaces. After that, we …