Fuzzy metric spaces theory has an essential significance in mathematics, statistics,
computer science, etc. In this paper, several basic properties of the fuzzy metric space (FM …

In this paper we present an example of a fuzzy ψ-contractive sequence in the sense of D.
Mihet, which is not Cauchy in a fuzzy metric space in the sense of George and Veeramani …

In the last years, the interest in the notion of fuzzy metric has been growing in such a way
that many works have focused their efforts on the study of their topological properties and …

In this paper, we study the concept of statistical convergence on L− fuzzy normed spaces.
Then we give a useful characterization for statistically convergent sequences. Furthermore …

In the context of fuzzy metrics in the sense of George and Veeramani, we introduce the
concept of stratified fuzzy metric. Many well-known fuzzy metrics are stratified. We prove that …

We define the concept of Cesàro summability method in intuitionistic fuzzy normed spaces
and prove a related Tauberian theorem. Also, we define slowly oscillating sequences in …

In this paper, we study the concept of fuzzy metrics from the perspective of fuzzy relations.
Specifically, we analyze the commonly used definitions of fuzzy metrics. We begin by noting …

In this paper, we deal with the notion of fuzzy metric space (X, M,∗), or simply X, due to
George and Veeramani. It is well known that such fuzzy metric spaces, in general, are not …

The idea of statistical convergence, which was first introduced by Fast and Steinhaus
independently in 1951, has become one of the most active area of research in the field of …

In this paper, we study those fuzzy metrics M on X, in the George and Veeramani's sense,
such that⋀ t> 0 M (x, y, t)> 0. The continuous extension M 0 of M to X 2× 0,+∞ is called …