Fixed point theorems for enriched Ciric-Reich-Rus contractions in Banach spaces and
convex metric spaces Page 1 CARPATHIAN J. MATH. Volume 37 (2021), No. 2, Pages 173 …

The metric function generalizes the concept of distance between two points and hence
includes the symmetric property. The aim of this article is to introduce a new and proper …

In this paper, using an interpolative approach, we investigate two fixed point theorems in the
framework of ab-metric space whose all closed and bounded subsets are compact. One of …

By using an interpolation approach, we recognize Boyd-Wong and Matkowski type
contractions and we prove the related fixed point theorems in the class of metric spaces. The …

Objectives The aim of this paper is to establish some fixed point, coincidence point and,
coupled coincidence and coupled common fixed point results for generalized (ϕ, ψ)(ϕ, ψ) …

Our aim is to introduce an updated and real generalization of Kannan's fixed point theorem
with the help of F-contraction introduced by Wardowski for single-valued mappings. Our …

The existence of fixed points and their uniqueness in the framework of a metric space is one
of the centers of interest in nonlinear functional analysis. The Banach contraction mapping …

Using the technique of enriching contractive type mappings, we introduce a more general
concept of enriched Ciric-Reich-Rus contraction than the one studied in [Berinde, V.; …

In this paper, we define interpolative enriched contractions of Kannan type, Hardy-Rogers
type and Matkowski type, by enriching existing interpolative contractions, in the setting of …

In this paper, we introduce a new generalized concept, namely, extended interpolative Cirić–
Reich–Rus-type F-contraction in b-metric space. In addition, we put forward the notion of …