We answer two questions raised by M. A. Erceg [J. Math. Anal. Appl. 69 (1979), 205-230]: precisely we show that the fuzzy unit interval is never T0, except in the standard case, and that a fuzzy pseudo-metrizable T0 space is metrizable in the sense of Erceg (ibid.). Hence the two definitions of metrizable space given in B. Hutton and I. Reilly [Fuzzy Sets and Systems 3 (1980), 93-104] and Erceg (ibid.) are equivalent
A considerable amount of research has been done on the notions of pseudo complement, intersection an...
We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani to t...
Fuzzy-number-valued functions, that is, functions defined on a topological space taking values in th...
AbstractIn this paper we answer two questions raised by M. A. Erceg [J. Math. Anal. Appl. 69 (1979),...
AbstractIn this paper we answer two questions raised by M. A. Erceg [J. Math. Anal. Appl. 69 (1979),...
AbstractIn this paper the fuzzy pseudo metric is introduced in the fuzzy unit interval and based on ...
summary:In this paper we define for fuzzy topological spaces a notion corresponding to proto-metriza...
Abstract. In this paper, we define a notion of a fuzzy metric (X,M, ∗). Our definition enable us to ...
AbstractAn L-fuzzy topological space is said to be suitable if it possesses a nontrivial crisp close...
In this paper, five regular-axioms, eighteen-axioms and nine 0R-axioms for fuzzy topological spaces ...
summary:In this paper we define for fuzzy topological spaces a notion corresponding to proto-metriza...
summary:In this paper we define for fuzzy topological spaces a notion corresponding to proto-metriza...
We give some examples nad properties of fuzzy metric spaces, in the sense of George and Veramani, an...
Some properties of fuzzy quasimetric spaces are studied. We prove that the topology induced by any 0...
AbstractIn this paper the fuzzy pseudo metric is introduced in the fuzzy unit interval and based on ...
A considerable amount of research has been done on the notions of pseudo complement, intersection an...
We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani to t...
Fuzzy-number-valued functions, that is, functions defined on a topological space taking values in th...
AbstractIn this paper we answer two questions raised by M. A. Erceg [J. Math. Anal. Appl. 69 (1979),...
AbstractIn this paper we answer two questions raised by M. A. Erceg [J. Math. Anal. Appl. 69 (1979),...
AbstractIn this paper the fuzzy pseudo metric is introduced in the fuzzy unit interval and based on ...
summary:In this paper we define for fuzzy topological spaces a notion corresponding to proto-metriza...
Abstract. In this paper, we define a notion of a fuzzy metric (X,M, ∗). Our definition enable us to ...
AbstractAn L-fuzzy topological space is said to be suitable if it possesses a nontrivial crisp close...
In this paper, five regular-axioms, eighteen-axioms and nine 0R-axioms for fuzzy topological spaces ...
summary:In this paper we define for fuzzy topological spaces a notion corresponding to proto-metriza...
summary:In this paper we define for fuzzy topological spaces a notion corresponding to proto-metriza...
We give some examples nad properties of fuzzy metric spaces, in the sense of George and Veramani, an...
Some properties of fuzzy quasimetric spaces are studied. We prove that the topology induced by any 0...
AbstractIn this paper the fuzzy pseudo metric is introduced in the fuzzy unit interval and based on ...
A considerable amount of research has been done on the notions of pseudo complement, intersection an...
We generalize the notions of fuzzy metric by Kramosil and Michalek, and by George and Veeramani to t...
Fuzzy-number-valued functions, that is, functions defined on a topological space taking values in th...