In this manuscript we extend very recent fixed point theorems in the setting of Menger
spaces in three senses: on the one hand, we introduce the notion of Menger probabilistic …

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

It is well known that generalized metric spaces in the sense of Branciari might not be
Hausdorff and, hence, there may exist sequences in them having more than one limit. Thus …

We prove a fixed point theorem for function spaces, that is a very efficient and convenient
tool for the investigations of various operator inequalities connected to Ulam stability issues …

In this paper, we introduce some generalized nonlinear contractions via implicit functions
and α-admissible pair of mappings. We also provide some common fixed point results for …

In this paper, we compare relation between n-tuple fixed point results and fixed point
theorems in abstract metric spaces and metric-like spaces. Actually, we show that the results …

In this article, a general contractive mapping is presented and some fixed point results in
complete b-metric-like spaces are studied. The results obtained here extend and improve …

In this paper we consider (s− q)-graphic contraction mapping in b-metric like spaces. By
using our new approach for the proof that a Picard sequence is Cauchy in the context of b …

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

The purpose of this paper is to introduce several generalized F-contractions in b-metric-like
spaces and establish some fixed point theorems for such contractions. Moreover, some …