AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces) is proved. One genuinely asymmetric condition is introduced, and it is shown that several classic statements fail in the asymmetric context if this assumption is dropped
This thesis will be concerned with the study of some ``large-scale'' properties of metric spaces. Th...
An asymmetric space is a set endowed with a distance that does not satisfy the axiom of symmetry. Th...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces)...
Using the notion of forward and backward arithmetic convergence in asymmetric metric space, we defin...
[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...
In a recent paper [17] we studied asymmetric metric spaces; in this context we studied the length of...
In this talk, we discuss an explicit method to define the linear structure of the Isbell-hull of an ...
A construction analogous to that of Godefroy–Kalton for metric spaces allows one to embed isometrica...
In a recent paper we studied \emph{asymmetric metric spaces}; in this context we studied the le...
In this article, we study the geodesic problem in a generalized metric space, in which the ...
In this article, we study the geodesic problem in a generalized metric space, in which the ...
summary:In this paper we consider a class of copulas, called quasi-concave; we compare them with oth...
summary:In this paper we consider a class of copulas, called quasi-concave; we compare them with oth...
This thesis will be concerned with the study of some ``large-scale'' properties of metric spaces. Th...
An asymmetric space is a set endowed with a distance that does not satisfy the axiom of symmetry. Th...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces)...
Using the notion of forward and backward arithmetic convergence in asymmetric metric space, we defin...
[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...
In a recent paper [17] we studied asymmetric metric spaces; in this context we studied the length of...
In this talk, we discuss an explicit method to define the linear structure of the Isbell-hull of an ...
A construction analogous to that of Godefroy–Kalton for metric spaces allows one to embed isometrica...
In a recent paper we studied \emph{asymmetric metric spaces}; in this context we studied the le...
In this article, we study the geodesic problem in a generalized metric space, in which the ...
In this article, we study the geodesic problem in a generalized metric space, in which the ...
summary:In this paper we consider a class of copulas, called quasi-concave; we compare them with oth...
summary:In this paper we consider a class of copulas, called quasi-concave; we compare them with oth...
This thesis will be concerned with the study of some ``large-scale'' properties of metric spaces. Th...
An asymmetric space is a set endowed with a distance that does not satisfy the axiom of symmetry. Th...
AbstractWe describe the compact sets of any asymmetric normed linear space. After that, we focus our...
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