In this paper, we introduce the notion of a modular p-metric space (an extended modular b-
metric space) and establish some fixed point results for α-̂ν-Meir-Keeler contractions in this …

In this paper, we prove some fixed point theorems under a convex combination of
generalized (ϵ-δ ϵ-δ) type rational contractions in which the fixed point may or may not be a …

In this paper, we introduce the concept of a partial b_v (s) bv (s)-metric space as a
generalization of a partial metric space and a b_v (s) bv (s)-metric space. Some topological …

In this paper, some common fixed point results are obtained in bv (s)-metric spaces. bv (s)-
metric space generalizes not only b-metric space but also rectangular metric space, v …

The main purpose of this paper is to show that the Meir–Keeler contraction principle, as well
as some of its generalizations, is, in general, not true in quasi-metric spaces. After that, we …

The concept of $ b $-rectangular metric space is introduced as a generalization of $ b $-
metric space and rectangular (generalized) metric space. In this paper, we introduce …

In this paper, we prove that such a Meir-Keeler contraction on a complete b-metric space
with a continuous b-metric is fixed point free. The counterexample answers an early stated …

We define modified FP results for mappings, according to some rational contractions and
present to CCNVb-M Spaces. The relevant FP theorems in the context of extended b-metric …

FIXED POINT THEOREM VIA MEIR-KEELER CONTRACTION IN RECTANGULAR Mb-METRIC
SPACE Mohammad Asim and Meenu 1. Introduction Fixed poi Page 1 Korean J. Math. 30 (2022) …

In this paper, we introduce the notion of generalized (α, ϕ)-Meir–Keeler hybrid contractive
mappings of type I and II via simulation function and establish fixed point theorems for such …