Since the intuitionistic fuzzy metric space has extra conditions (see [Gregori V, Romaguera
S, Veereamani P. A note on intuitionistic fuzzy metric spaces. Chaos, Solitons & Fractals …

Fuzzy operator theory plays an increasing role in the applied sciences as well as in
mathematics itself. Consequently, it becomes more and more desirable to introduce the …

This paper generalizes a classical result about the space of bounded closed sets with the
Hausdorff metric, and establishes the completeness of CB (X) with respect to the …

Considering the increasing interest in fuzzy theory and possible applications, the concept of
fuzzy metric space concept has been introduced by severalauthors from different …

In this manuscript, we study the existence of common α-fuzzy fixed points for fuzzy mappings
via F-contractions on a metric space. We obtain some common fixed points of fuzzy …

1. Introduction and preliminaries The notion of probabilistic inner product spaces can be
considered as the generalization of that of inner product spaces. The definition of these …

In this paper we obtain the common fuzzy fixed points of fuzzy mappings satisfying Θ-
contraction in a metric space. In the process, we generalize several well known recent and …

The aim of this paper is to focus on a fuzzy metric called Deng's metric in [0, 1]-topology.
Firstly, we will extend the domain of this metric function from M 0× M 0 to M× M, where M 0 …

The aim of this paper is to focus on the metrization question in L-fuzzy sets. Firstly, we put
forward an L-quasi (pseudo)-metric on the completely distributive lattice LX by comparing …

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 …