In this paper, by characterizing a weak contractive condition based on using C− functions
and α− admissible multi-valued map** of type S, we present some fixed point results for …

There have been many attempts to generalize the definition of a metric space in order to
obtain possibilities for more general fixed point results. In this paper, we give a survey of …

In this paper we introduce the concept of bipolar metric space as a type of partial distance.
We explore the link between metric spaces and bipolar metric spaces, especially in the …

In this article, we establish some common fixed point theorems for a hybrid pair {g, T} of
single valued and multi-valued maps satisfying a generalized contractive condition defined …

Very recently, Samet et al.(Int. J. Anal. 2013: 917158, 2013) and Jleli-Samet (Fixed Point
Theory Appl. 2012: 210, 2012) noticed that some fixed point theorems in the context of a G …

The study of fixed points of map**s satisfying certain contractive conditions has been at
the center of rigorous research activity, see 1–3. The notion of D-metric space is a …

We introduce the concepts of a G‐weak contraction map** of types A and B and we
establish some fixed point theorems for a G‐weak contraction map** of types A and B in …

In the present manuscript, we employ the concepts of Θ-map and Φ-map to define a strong
(θ, φ) s-contraction of a map f in a b-metric space (M, db). Then we prove and derive many …

In this work, we introduce a generalized fixed point theorem using a complex C-class
function as a new tool in complex valued G b G_b-metric spaces. Moreover, we define α−(F …

Tripled coincidence point results for generalized contractions in ordered generalized metric
spaces | Fixed Point Theory and Algorithms for Sciences and Engineering Skip to main …