Add to ORKGIn this talk, we discuss an explicit method to define the linear structure of the Isbell-hull of an asymmetrically normed space
We prove that an asymmetric normed space is never a Baire space if the topology induced by the asymm...
We prove that an asymmetric normed space is never a Baire space if the topology induced by the asymm...
AbstractLet M denote the category of metric spaces with contractions as morphisms and N denote the c...
In the realms of theoretical computer science and approximation theory, asymetric normed spaces play...
Includes abstract.Includes bibliographical references.The aim of the thesis is to investigate aspect...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
In this paper we shall present some results on spaces with asymmetric seminorms, with emphasis on ...
[EN] We obtain some quasi-metric properties of the dual cone of an asymmetric normed space. Thus, we...
[EN] We obtain some quasi-metric properties of the dual cone of an asymmetric normed space. Thus, we...
A well known result of R. R. Phelps (1960) asserts that in order that every linear continuous functi...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
It is well known that every asymmetric normed space is a T0 paratopological group. Since all Ti axio...
AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces)...
AbstractMany mathematical structures come in symmetric and asymmetric versions. Classical examples i...
Given an asymmetric normed linear space (X, q), we construct and study its dual space (X*, q*). In p...
We prove that an asymmetric normed space is never a Baire space if the topology induced by the asymm...
We prove that an asymmetric normed space is never a Baire space if the topology induced by the asymm...
AbstractLet M denote the category of metric spaces with contractions as morphisms and N denote the c...
In the realms of theoretical computer science and approximation theory, asymetric normed spaces play...
Includes abstract.Includes bibliographical references.The aim of the thesis is to investigate aspect...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
In this paper we shall present some results on spaces with asymmetric seminorms, with emphasis on ...
[EN] We obtain some quasi-metric properties of the dual cone of an asymmetric normed space. Thus, we...
[EN] We obtain some quasi-metric properties of the dual cone of an asymmetric normed space. Thus, we...
A well known result of R. R. Phelps (1960) asserts that in order that every linear continuous functi...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
It is well known that every asymmetric normed space is a T0 paratopological group. Since all Ti axio...
AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces)...
AbstractMany mathematical structures come in symmetric and asymmetric versions. Classical examples i...
Given an asymmetric normed linear space (X, q), we construct and study its dual space (X*, q*). In p...
We prove that an asymmetric normed space is never a Baire space if the topology induced by the asymm...
We prove that an asymmetric normed space is never a Baire space if the topology induced by the asymm...
AbstractLet M denote the category of metric spaces with contractions as morphisms and N denote the c...