Partial metrics constitute a generalization of classical metrics for which self-distance may not
be zero. They were introduced by SG Matthews in 1994 in order to provide an adequate …

A relation theoretic \textit{m}-metric fixed point algorithm and related applications Page 1 http://www.aimspress.com/journal/Math
AIMS Mathematics, 8(8): 19504–19525. DOI: 10.3934/math.2023995 Received: 14 January …

In this paper, we consider several problems related to the so-called multi-valued Feng–Liu–
Subrahmanyan contractions in complete metric spaces. Existence of the fixed points and of …

The purpose of this study is to demonstrate results on fixed point theory in quasi-partial b-
metric space recognizing a new type of mapping, which is a blend of F-contraction and …

The aim of the paper is to discuss data dependence, existence of fixed points, strict fixed
points, and well posedness of some multivalued generalized contractions in the setting of …

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This paper is aimed at proving the existence and uniqueness of a common fixed point for a
pair of ω− ψ‐interpolative Hardy‐Rogers‐Suzuki‐type contractions in the context of …

In this article, we introduce the concept of weak (Fm ℜ, η)-contractions on relation-theoretic
m-metric spaces and establish related fixed point theorems, where η is a control function …

In this article, we obtain some fixed-point results involving α-admissibility for multivalued F-
contractions in the framework of partial b-metric spaces. Appropriate illustrations are …

In this article, we introduce the concept of weak F ℜ m, η-contractions on relation-theoretic m-
metric spaces and establish related fixed point theorems, where η is a control function and ℜ …