Add to ORKGThis paper summarizes most of the results to date on convergence space compactifications, and establishes necessary and sufficient conditions for the existence of largest and smallest compactifications subject to various conditions imposed upon the compactifications
Compactifications of an infinite discrete spaceD are discussed. Equiv-alent conditions are obtained ...
AbstractIt is well known that every compactification of a completely regular space X can be generate...
Convergence approach spaces, defined by E. Lowen and R. Lowen [A quasitopos containing CONV and MET ...
This paper summarizes most of the results to date on convergence space compactifications, and establ...
Properties of continuous actions on convergence spaces are investigated. The primary focus is the ch...
Properties of continuous actions on convergence spaces are investigated. The primary focus is the ch...
Compactifications are constructed for convergence ordered spaces and topological ordered spaces with...
[EN] Properties of continuous actions on convergence spaces are investigated. The primary focus is t...
Convergence approach spaces, defined by E. Lowen and R. Lowen, possess both quantitative and topolog...
We define compactness for stratified lattice-valued convergence spaces and show that a Tychonoff the...
Title: Connected compactifications Author: Martina Vaváčková Department: Department of Theoretical C...
Title: Connected compactifications Author: Martina Vaváčková Department: Department of Theoretical C...
We construct a compacti cation for a non-compact convergence approach space and show that it satis e...
A compactness criterion for Hausdorff admissible (jointly continuous) convergence structures in func...
Abstract. In this paper, I introduce the notion of regular conver-gence space and give some properti...
Compactifications of an infinite discrete spaceD are discussed. Equiv-alent conditions are obtained ...
AbstractIt is well known that every compactification of a completely regular space X can be generate...
Convergence approach spaces, defined by E. Lowen and R. Lowen [A quasitopos containing CONV and MET ...
This paper summarizes most of the results to date on convergence space compactifications, and establ...
Properties of continuous actions on convergence spaces are investigated. The primary focus is the ch...
Properties of continuous actions on convergence spaces are investigated. The primary focus is the ch...
Compactifications are constructed for convergence ordered spaces and topological ordered spaces with...
[EN] Properties of continuous actions on convergence spaces are investigated. The primary focus is t...
Convergence approach spaces, defined by E. Lowen and R. Lowen, possess both quantitative and topolog...
We define compactness for stratified lattice-valued convergence spaces and show that a Tychonoff the...
Title: Connected compactifications Author: Martina Vaváčková Department: Department of Theoretical C...
Title: Connected compactifications Author: Martina Vaváčková Department: Department of Theoretical C...
We construct a compacti cation for a non-compact convergence approach space and show that it satis e...
A compactness criterion for Hausdorff admissible (jointly continuous) convergence structures in func...
Abstract. In this paper, I introduce the notion of regular conver-gence space and give some properti...
Compactifications of an infinite discrete spaceD are discussed. Equiv-alent conditions are obtained ...
AbstractIt is well known that every compactification of a completely regular space X can be generate...
Convergence approach spaces, defined by E. Lowen and R. Lowen [A quasitopos containing CONV and MET ...