Add to ORKGAbstract. In this paper, we define a notion of a fuzzy metric (X,M, ∗). Our definition enable us to define a natural topology on the space. Using Stone’s metrization Theorem, we will show that the fuzzy topology on (X,M, ∗) is metrizable. Our method will permit us to associate a system of quasi ∗-metrics to space (X,M, ∗), which in return generate a fuzzy metric space (X,M ′, ∗) in such a way that under suitable conditions M ≡M ′
[eng] In 1994, Matthews introduced the notion of partial metric and established a duality relationsh...
In 1994, Matthews introduced the notion of partial metric and established a duality relationship bet...
In this paper we estimate the new way for analyzing the fuzzy metric spaces from ordinary metric spa...
[EN] We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani...
We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani to t...
[EN] We introduce and study the notions of lower Wijsman topology, upper Wijsman topology and Wijsma...
In this paper, we focus on finding the metric functions in a fuzzy metric space. After introducing t...
We give some examples nad properties of fuzzy metric spaces, in the sense of George and Veramani, an...
In this paper, we study those fuzzy metrics M on X, in the George and Veeramani’s sense, such that ⋀...
After the inception of the concept of a fuzzy metric by I. Kramosil and J. Michalek, and especially ...
[EN] We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani...
Abstract. Considering the increasing interest in fuzzy theory and possible applications, the concept...
AbstractIn this paper the fuzzy pseudo metric is introduced in the fuzzy unit interval and based on ...
[EN] In this paper we develop a new technique for constructing fuzzy metric spaces, in the sense of ...
The theory of fuzzy metric spaces in the sense of George and Veeramani [1] is tightly connected with...
[eng] In 1994, Matthews introduced the notion of partial metric and established a duality relationsh...
In 1994, Matthews introduced the notion of partial metric and established a duality relationship bet...
In this paper we estimate the new way for analyzing the fuzzy metric spaces from ordinary metric spa...
[EN] We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani...
We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani to t...
[EN] We introduce and study the notions of lower Wijsman topology, upper Wijsman topology and Wijsma...
In this paper, we focus on finding the metric functions in a fuzzy metric space. After introducing t...
We give some examples nad properties of fuzzy metric spaces, in the sense of George and Veramani, an...
In this paper, we study those fuzzy metrics M on X, in the George and Veeramani’s sense, such that ⋀...
After the inception of the concept of a fuzzy metric by I. Kramosil and J. Michalek, and especially ...
[EN] We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani...
Abstract. Considering the increasing interest in fuzzy theory and possible applications, the concept...
AbstractIn this paper the fuzzy pseudo metric is introduced in the fuzzy unit interval and based on ...
[EN] In this paper we develop a new technique for constructing fuzzy metric spaces, in the sense of ...
The theory of fuzzy metric spaces in the sense of George and Veeramani [1] is tightly connected with...
[eng] In 1994, Matthews introduced the notion of partial metric and established a duality relationsh...
In 1994, Matthews introduced the notion of partial metric and established a duality relationship bet...
In this paper we estimate the new way for analyzing the fuzzy metric spaces from ordinary metric spa...