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
In this article, we present a generalization of the double controlled metric like spaces, called qua...
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 ...
AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces)...
A construction analogous to that of Godefroy–Kalton for metric spaces allows one to embed isometrica...
In a recent paper [17] we studied asymmetric metric spaces; in this context we studied the length of...
Inspired by the work of Adhya and Ray, I provide my own proof of selected theorems and lemmas discus...
We introduce a new class of operations called asymmetric equivalences. Several properties of asymmet...
We introduce a new class of operations called asymmetric equivalences. Several properties of asymmet...
In a recent paper we studied \emph{asymmetric metric spaces}; in this context we studied the le...
MSc (Mathematics), North-West University, Mafikeng CampusIn this MSc dissertation, we present modula...
Abstract. In the asymmetric setting, Hilbert’s fourth problem asks to construct and study all (non-r...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
In this article, we present a generalization of the double controlled metric like spaces, called qua...
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 ...
AbstractAn Arzelà–Ascoli theorem for asymmetric metric spaces (sometimes called quasi-metric spaces)...
A construction analogous to that of Godefroy–Kalton for metric spaces allows one to embed isometrica...
In a recent paper [17] we studied asymmetric metric spaces; in this context we studied the length of...
Inspired by the work of Adhya and Ray, I provide my own proof of selected theorems and lemmas discus...
We introduce a new class of operations called asymmetric equivalences. Several properties of asymmet...
We introduce a new class of operations called asymmetric equivalences. Several properties of asymmet...
In a recent paper we studied \emph{asymmetric metric spaces}; in this context we studied the le...
MSc (Mathematics), North-West University, Mafikeng CampusIn this MSc dissertation, we present modula...
Abstract. In the asymmetric setting, Hilbert’s fourth problem asks to construct and study all (non-r...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
In this article, we present a generalization of the double controlled metric like spaces, called qua...
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 ...