In this paper we obtain some equivalences between cyclic contractions and non-cyclic
contractions in the framework of b-metric spaces. Our results improve and complement …

In this paper, we replied to an open problem related to a b-metric version of Banach's fixed
point theorem. It was addressed with a partial answer by several authors, choosing a …

In this paper, some new theorems for various cyclic contractions are established in G b-
metric spaces to discuss the existence and uniqueness of the solutions for a class of the …

In this paper, we give new examples to show that the continuity actually strictly stronger than
the Fatou property in b-metric spaces. We establish a new fixed point theorem for new …

The purpose of this paper is to prove fixed point theorems for cyclic-type operators in
extended b-metric spaces. The well-posedness of the fixed point problem and limit …

Cyclic contractions generalize the usual contractivities in metric spaces and $ b $-MSs. In
this paper, we enhance several fixed point theorems related to cyclic (i) Banach self …

Time-delay differential equations have important applications in physical chemistry,
engineering, information, economy, especially in biological mathematics and many other …

Common coupled fixed point theorems for a pair of generalised T-contraction mappings are
proved in a rectangular b-metric space which generalize and improve some recent results …

The purpose of the present paper is to prove some fixed point results for cyclic-type
operators in extended b-metric spaces. The considered operators are generalized ϕ …

FIXED POINT THEOREMS FOR CYCLIC CONTRACTION ON b-METRIC SPACES WITH wt-DISTANCE
1. INTRODUCTION AND PRELIMINARIES Since the conc Page 1 Available online at http://scik.org …