Add to ORKGIn 1975 Junni1a and Potoczny [6J and Katuta [2J inde pendently showed that, if a space X has a c1osure preserving cover by com~act sets, then X is metacompact. Thus began a study of spaces which have closure-preservin
A space X is said to be suboaracompact if every open cover of X has a σ-discrete closed refinement, ...
We establish that a Čech-complete space X must be subcompact if it has a dense subspace representabl...
Abstract. A space X is cs-starcompact if for every open cover U of X, there exists a convergent sequ...
In 1975 Junni1a and Potoczny [6J and Katuta [2J inde pendently showed that, if a space X has a c1osu...
AbstractIn 1971 H. Tamano asked the question: Is a space X paracompact if X has a closure-preserving...
International audienceA compact space X is said to be co-Namioka (or to have the Namioka property) i...
AbstractA compact space X is said to be co-Namioka (or to have the Namioka property) if, for every B...
AbstractIn [7], Tamano raised the question of whether or not a space which admits a closure- preserv...
summary:It is shown that if $C_p(X)$ admits a closure-preserving cover by closed $\sigma$-compact se...
summary:A space $X$ is {\it $\Cal C$-starcompact} if for every open cover $\Cal U$ of $X,$ there exi...
In this paper, we prove the following results: (1) if a topological space X has a pair-countable, cl...
AbstractFor paracompact nearness spaces, we prove a generalization of the classical theorem of Micha...
Abstract. A space X is cs-starcompact if for every open cover U of X, there exists a convergent sequ...
summary:We show that a space is MCP (monotone countable paracompact) if and only if it has property ...
summary:For a cardinal $\alpha $, we say that a subset $B$ of a space $X$ is $C_{\alpha }$-compact i...
A space X is said to be suboaracompact if every open cover of X has a σ-discrete closed refinement, ...
We establish that a Čech-complete space X must be subcompact if it has a dense subspace representabl...
Abstract. A space X is cs-starcompact if for every open cover U of X, there exists a convergent sequ...
In 1975 Junni1a and Potoczny [6J and Katuta [2J inde pendently showed that, if a space X has a c1osu...
AbstractIn 1971 H. Tamano asked the question: Is a space X paracompact if X has a closure-preserving...
International audienceA compact space X is said to be co-Namioka (or to have the Namioka property) i...
AbstractA compact space X is said to be co-Namioka (or to have the Namioka property) if, for every B...
AbstractIn [7], Tamano raised the question of whether or not a space which admits a closure- preserv...
summary:It is shown that if $C_p(X)$ admits a closure-preserving cover by closed $\sigma$-compact se...
summary:A space $X$ is {\it $\Cal C$-starcompact} if for every open cover $\Cal U$ of $X,$ there exi...
In this paper, we prove the following results: (1) if a topological space X has a pair-countable, cl...
AbstractFor paracompact nearness spaces, we prove a generalization of the classical theorem of Micha...
Abstract. A space X is cs-starcompact if for every open cover U of X, there exists a convergent sequ...
summary:We show that a space is MCP (monotone countable paracompact) if and only if it has property ...
summary:For a cardinal $\alpha $, we say that a subset $B$ of a space $X$ is $C_{\alpha }$-compact i...
A space X is said to be suboaracompact if every open cover of X has a σ-discrete closed refinement, ...
We establish that a Čech-complete space X must be subcompact if it has a dense subspace representabl...
Abstract. A space X is cs-starcompact if for every open cover U of X, there exists a convergent sequ...