AbstractIn the first paragraph we study filters in the lattice IX, where I is the unitinterval and X an arbitrary set. The main result of this section is a characterization of minimal prime filters in IX containing a given filter in IX by means of ultrafilters on X.In the second paragraph we apply the results of the previous section to define convergence in a fuzzy topological space which enables us to characterize fuzzy compactness and fuzzy continuity
Abstract. In this paper, we investigate the prefilter base on a fuzzy set and fuzzy net ϕ on the fuz...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
AbstractIn the first paragraph we study filters in the lattice IX, where I is the unitinterval and X...
In this paper, the m-convergences of fuzzy nets and fuzzy filters are introduced in a fuzzy topologi...
summary:In this paper we introduce and study new concepts of convergence and adherent points for fuz...
ABSTRACT. In a fuzzy topology on a set X, the limit of a prefilter (i.e. a filter in the lattice [0,...
AbstractIn this paper a characterization of some fuzzy topological concepts, such as open sets, clos...
summary:In this paper we introduce and study new concepts of convergence and adherent points for fuz...
summary:In this paper we introduce and study new concepts of convergence and adherent points for fuz...
Based on the concept of limit of prefilters and residual implication, several notions in fuzzy topol...
Based on the concept of limit of prefilters and residual implication, several notions in fuzzy topol...
In this paper we introduce and study the notions of fuzzy θ-convergence and weakly θ-convergence on ...
In this paper we introduce the notions of fuzzy upper limit, fuzzy lower limit and the fuzzy continu...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
Abstract. In this paper, we investigate the prefilter base on a fuzzy set and fuzzy net ϕ on the fuz...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
AbstractIn the first paragraph we study filters in the lattice IX, where I is the unitinterval and X...
In this paper, the m-convergences of fuzzy nets and fuzzy filters are introduced in a fuzzy topologi...
summary:In this paper we introduce and study new concepts of convergence and adherent points for fuz...
ABSTRACT. In a fuzzy topology on a set X, the limit of a prefilter (i.e. a filter in the lattice [0,...
AbstractIn this paper a characterization of some fuzzy topological concepts, such as open sets, clos...
summary:In this paper we introduce and study new concepts of convergence and adherent points for fuz...
summary:In this paper we introduce and study new concepts of convergence and adherent points for fuz...
Based on the concept of limit of prefilters and residual implication, several notions in fuzzy topol...
Based on the concept of limit of prefilters and residual implication, several notions in fuzzy topol...
In this paper we introduce and study the notions of fuzzy θ-convergence and weakly θ-convergence on ...
In this paper we introduce the notions of fuzzy upper limit, fuzzy lower limit and the fuzzy continu...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
Abstract. In this paper, we investigate the prefilter base on a fuzzy set and fuzzy net ϕ on the fuz...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
We characterize ultrafilter convergence and ultrafilter compactness in linearly ordered and generali...
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