The concept of (α, ψ)‐contractions was introduced by Samet et al. in this paper, we introduce
(α, ψ)‐generalized contractions in a Hausdorff partial metric space. We discuss its …

We initiate the concept of a new generalized F‐contraction satisfying some contractive
conditions involving four maps on a partial metric space. We set up an example to elucidate …

In this paper, we establish fixed point results for semi α∗-admissible multivalued mappings
satisfying a contractive condition of Reich type only for the elements in a sequence …

Following the approach of F-contraction introduced by Wardowski [13], in this paper, we
introduce improved F-contraction of rational type in the framework of partial metric spaces …

We introduce the generalized almost (φ, θ)-contractions by means of comparison type
functions and another kind of mappings endowed with specific properties in the setting of …

The purpose of this paper is to study behavior of a rational type contraction introduced in [A
fixed point theorem for contractions of rational type in partially ordered metric spaces, Ann …

In this paper, by introducing a convergence comparison property of a self‐mapping, we
establish some new fixed point theorems for Bianchini type, Reich type, and Dass‐Gupta …

Fixed point theorems for various contraction conditions in digital metric spaces Page 1451
FIXED POINT THEOREMS FOR VARIOUS CONTRACTION CONDITIONS IN DIGITAL METRIC …

In this paper, we introduce complex valued dislocated metric spaces. We prove Banach
contraction principle, Kannan and Chatterjea type fixed point theorems in this new space …

ON SOME PROBLEMS REGARDING SET VALUED (α, ψ)-F-CONTRACTIONS 1.
Introduction Let Ψ represent the class of all functions ψ : [ Page 1 Commun. Fac. Sci. Univ …