In this paper, we notice the notions metric-like space and dislocated metric space are exactly
the same. After this historical remark, we discuss the existence and uniqueness of a fixed …

In this article the concept of coupled best proximity point and cyclic contraction pair are
introduced and then we study the existence and convergence of these points in metric …

In this paper, we show that, unexpectedly, most of the coupled fixed point theorems in the
context of (ordered) G-metric spaces are in fact immediate consequences of usual fixed …

In this paper, using the concept of α-admissible pairs of map**s, we prove several
common fixed point results in the setting of b-metric-like spaces. We also introduce the …

In this paper, we generalized the notion of proximal contractions of the first and second kinds
by using Geraghty's theorem and establish best proximity point theorems for proximal …

In this paper we extend the notion of weakly C-contraction map**s to the case of non-self
map**s and establish the best proximity point theorems for this class. Our results …

We provide sufficient conditions which warrant the existence and uniqueness of the best
proximity point for two new types of contractions in the setting of metric spaces. The …

We first introduce certain new concepts of α‐η‐proximal admissible and α‐η‐ψ‐rational
proximal contractions of the first and second kinds. Then we establish certain best proximity …

We extend the notions of α‐ψ‐proximal contraction and α‐proximal admissibility to
multivalued maps and then using these notions we obtain some best proximity point …

Connecting various types of cyclic contractions and contractive self-map**s with Hardy-Rogers
self-map**s | Fixed Point Theory and Algorithms for Sciences and Engineering Skip to …