FIXED POINT THEOREMS FOR α − ψ− CONTRACTIVE MAPPING IN Sb-METRIC SPACES 1.
Introduction Throughout this paper, denote all Page 1 Journal of Mathematical Analysis ISSN …

The aim of this manuscript is to present a new space, namely, a modified ϖe‐metric‐like
space, and we establish some related fixed point results using extended F ϖ e‐Suzuki and …

Abstract Very recently, Fulga and Proca [A. Fulga, AM Proca, Abstr. Appl. Anal.,(In press)]
considered new Geraghty type contraction map**s and established a fixed point theorem …

Combining certain existing concepts we define a new multi-valued contraction with respect
to w-distance. The underline metric space is assumed to have a relation defined on it. We …

This research paper generalizes and extends various fixed‐point results that demonstrate
common fixed‐point theorems for F‐Kannan–Suzuki type map**s in TVS‐valued cone …

In the last few decades, a lot of generalizations of the Banach contraction principle had been
introduced. In this paper, we present the notion of θ‐contraction and θ− ϕ‐contraction in …

The purpose of this paper was to introduce the notion of generalized α _* α∗-ψ ψ-Geraghty
contraction type for multivalued map**s and establish common fixed point theorems for …

Our aim in this communication is to present a new type of contraction and common fixed
point results for non-continuous self map**s without using the compatibility and …

In this paper, we define a generalized C‐condition and prove a fixed‐point theorem for weak
(ψ, β)‐contraction in partially ordered metric spaces. Our result extends the result of Suzuki …

Our aim in this paper is to prove some interesting fixed point theorems for the class of
asymptotically T-regular map**s in the framework of preordered modular G-metric spaces …