Add to ORKGThe notion L-semi-pseudo-metric as a generalization of Peng’s p. metric is introduced. It is established that every L-semi-uniform space is L-semi-pseudo-metrizable iff it has a countable base
Metric and uniform spaces of probabilistic measures are investigated in the paper aiming at the indi...
Partial metrics are metrics except that the distance from a point to itself need not be 0. These are...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...
We show a numeric generalization of the well-known metrization lemma for uniform spaces, thereby a...
AbstractIn this study, we study the metrizability of the notion of L-topological group defined by Ah...
In this paper, the concept of a k-(quasi) pseudo metric is generalized to the L-fuzzy case, called a...
The natural pseudo-distance is a similarity measure conceived for the purpose of comparing shapes. ...
Summary. We introduce the equivalence classes in a pseudometric space. Next we prove that the set of...
In this paper, we characterize local pre-Hausdorff extended pseudo-quasi-semi metric spaces and inve...
The natural pseudo-distance is a similarity measure conceived for the purpose of comparing shapes. ...
AbstractWe establish that every second countable completely regularly preordered space (E,T,⩽) is qu...
none2noThe natural pseudo-distance is a similarity measure conceived for the purpose of comparing s...
According to the Nagata-Smirnov Theorem, a topological space is pseudometrizable iff the space is re...
This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-pseudo-metri...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...
Metric and uniform spaces of probabilistic measures are investigated in the paper aiming at the indi...
Partial metrics are metrics except that the distance from a point to itself need not be 0. These are...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...
We show a numeric generalization of the well-known metrization lemma for uniform spaces, thereby a...
AbstractIn this study, we study the metrizability of the notion of L-topological group defined by Ah...
In this paper, the concept of a k-(quasi) pseudo metric is generalized to the L-fuzzy case, called a...
The natural pseudo-distance is a similarity measure conceived for the purpose of comparing shapes. ...
Summary. We introduce the equivalence classes in a pseudometric space. Next we prove that the set of...
In this paper, we characterize local pre-Hausdorff extended pseudo-quasi-semi metric spaces and inve...
The natural pseudo-distance is a similarity measure conceived for the purpose of comparing shapes. ...
AbstractWe establish that every second countable completely regularly preordered space (E,T,⩽) is qu...
none2noThe natural pseudo-distance is a similarity measure conceived for the purpose of comparing s...
According to the Nagata-Smirnov Theorem, a topological space is pseudometrizable iff the space is re...
This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-pseudo-metri...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...
Metric and uniform spaces of probabilistic measures are investigated in the paper aiming at the indi...
Partial metrics are metrics except that the distance from a point to itself need not be 0. These are...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...