In this paper, we characterize local pre-Hausdorff extended pseudo-quasi-semi metric spaces and investigate the relationships between them. Finally, we show that local pre-Hausdorff extended pseudo-quasi-semi metric spaces are hereditary and productive
The notion L-semi-pseudo-metric as a generalization of Peng’s p. metric is introduced. It is establi...
AbstractWe investigate the problem of characterizing those quasi-uniform spaces for which the Vietor...
We show that every quasi-metric space is isomorphic to a subspace of the hyperspace of a suitable me...
In this paper, we characterize each of various forms of T0, T1, T2, and pre-Hausdorff extendedpseudo...
This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-pseudo-metri...
[[abstract]]In this paper, we define generalized quasi-pseudo-metric spaces on an L-semigroup. Moreo...
MSc (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in ge...
In this paper, the concept of a k-(quasi) pseudo metric is generalized to the L-fuzzy case, called a...
International audienceWe show that the Kantorovich-Rubinstein quasi-metrics d_KR and d^a_KR of Part ...
International audienceWe show that the Kantorovich-Rubinstein quasi-metrics d_KR and d^a_KR of Part ...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...
It is well known that both weightable quasi-metrics and the Hausdorff distance provide efficient too...
Master (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in...
AbstractIn formal analogy to separable metric spaces we introduce the concept of a generated quasi-m...
Summary. We introduce the equivalence classes in a pseudometric space. Next we prove that the set of...
The notion L-semi-pseudo-metric as a generalization of Peng’s p. metric is introduced. It is establi...
AbstractWe investigate the problem of characterizing those quasi-uniform spaces for which the Vietor...
We show that every quasi-metric space is isomorphic to a subspace of the hyperspace of a suitable me...
In this paper, we characterize each of various forms of T0, T1, T2, and pre-Hausdorff extendedpseudo...
This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-pseudo-metri...
[[abstract]]In this paper, we define generalized quasi-pseudo-metric spaces on an L-semigroup. Moreo...
MSc (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in ge...
In this paper, the concept of a k-(quasi) pseudo metric is generalized to the L-fuzzy case, called a...
International audienceWe show that the Kantorovich-Rubinstein quasi-metrics d_KR and d^a_KR of Part ...
International audienceWe show that the Kantorovich-Rubinstein quasi-metrics d_KR and d^a_KR of Part ...
Abstract. This paper contains a study of families of quasi-pseudo-metrics (the concept of a quasi-ps...
It is well known that both weightable quasi-metrics and the Hausdorff distance provide efficient too...
Master (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in...
AbstractIn formal analogy to separable metric spaces we introduce the concept of a generated quasi-m...
Summary. We introduce the equivalence classes in a pseudometric space. Next we prove that the set of...
The notion L-semi-pseudo-metric as a generalization of Peng’s p. metric is introduced. It is establi...
AbstractWe investigate the problem of characterizing those quasi-uniform spaces for which the Vietor...
We show that every quasi-metric space is isomorphic to a subspace of the hyperspace of a suitable me...
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