Add to ORKGsummary:In this paper we show that a minimal space in which compact subsets are closed is countably compact. This answers a question posed in [1]
AbstractThe notion of countably-compactifiability has been introduced by Morita. In this paper, we g...
2 c Ginsburg and Saks have proved that if the power X is countably compact, X is a Hausdorff space, ...
2 c Ginsburg and Saks have proved that if the power X is countably compact, X is a Hausdorff space, ...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
summary:In this article we introduce the notion of strongly ${\rm KC}$-spaces, that is, those spaces...
Spaces, in which each compact subset is closed are called, KC spaces (we do not require any separati...
summary:In this article we introduce the notion of strongly ${\rm KC}$-spaces, that is, those spaces...
summary:In this article we introduce the notion of strongly ${\rm KC}$-spaces, that is, those spaces...
summary:A topological space is KC when every compact set is closed and SC when every convergent sequ...
summary:A topological space is KC when every compact set is closed and SC when every convergent sequ...
summary:A topological space is KC when every compact set is closed and SC when every convergent sequ...
1. Throughout this paper by a space we shall mean a completely regular T1-space, and by N the set of...
AbstractAnswering questions raised by O.T. Alas and R.G. Wilson, or by these two authors together wi...
AbstractWe present fundamental tools to deal with the problem what types of spaces are countably- co...
AbstractThe notion of countably-compactifiability has been introduced by Morita. In this paper, we g...
2 c Ginsburg and Saks have proved that if the power X is countably compact, X is a Hausdorff space, ...
2 c Ginsburg and Saks have proved that if the power X is countably compact, X is a Hausdorff space, ...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
summary:In this paper we show that a minimal space in which compact subsets are closed is countably ...
summary:In this article we introduce the notion of strongly ${\rm KC}$-spaces, that is, those spaces...
Spaces, in which each compact subset is closed are called, KC spaces (we do not require any separati...
summary:In this article we introduce the notion of strongly ${\rm KC}$-spaces, that is, those spaces...
summary:In this article we introduce the notion of strongly ${\rm KC}$-spaces, that is, those spaces...
summary:A topological space is KC when every compact set is closed and SC when every convergent sequ...
summary:A topological space is KC when every compact set is closed and SC when every convergent sequ...
summary:A topological space is KC when every compact set is closed and SC when every convergent sequ...
1. Throughout this paper by a space we shall mean a completely regular T1-space, and by N the set of...
AbstractAnswering questions raised by O.T. Alas and R.G. Wilson, or by these two authors together wi...
AbstractWe present fundamental tools to deal with the problem what types of spaces are countably- co...
AbstractThe notion of countably-compactifiability has been introduced by Morita. In this paper, we g...
2 c Ginsburg and Saks have proved that if the power X is countably compact, X is a Hausdorff space, ...
2 c Ginsburg and Saks have proved that if the power X is countably compact, X is a Hausdorff space, ...