Add to ORKGsummary:Maximal pseudocompact spaces (i.e. pseudocompact spaces possessing no strictly stronger pseudocompact topology) are characterized. It is shown that submaximal pseudocompact spaces whose pseudocompact subspaces are closed need not be maximal pseudocompact. Various techniques for constructing maximal pseudocompact spaces are described. Maximal pseudocompactness is compared to maximal feeble compactness
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractA completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where ...
A completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where βX is th...
[EN] A pseudocompact space is maximal pseudocompact if every strictly finer topology is no longer ps...
AbstractMaximal feebly compact spaces (i.e., feebly compact spaces possessing no strictly stronger f...
summary:A space is said to be nearly pseudocompact iff $vX-X$ is dense in $\beta X-X$. In this paper...
summary:In this paper, we study some properties of relatively strong pseudocompactness and mainly sh...
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractWe consider the following question of Ginsburg: Is there any relationship between the pseudo...
AbstractA new notion of a strongly τ-pseudocompact space is introduced, and its relation to the noti...
summary:The structure of sub-, pseudo- and quasimaximal spaces is investigated. \linebreak A method ...
In this paper a space X is pseudocompact if it is Tychonoff and every real-valued continuous functio...
Abstract. A space X is truly weakly pseudocompact if X is either weakly pseu-docompact or Lindelöf ...
summary:For a free ultrafilter $p$ on $\mathbb{N}$, the concepts of strong pseudocompactness, stro...
AbstractFor a locally pseudocompact space X letζX=X∪clβX(βX\υX). It is proved that ζX is the largest...
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractA completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where ...
A completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where βX is th...
[EN] A pseudocompact space is maximal pseudocompact if every strictly finer topology is no longer ps...
AbstractMaximal feebly compact spaces (i.e., feebly compact spaces possessing no strictly stronger f...
summary:A space is said to be nearly pseudocompact iff $vX-X$ is dense in $\beta X-X$. In this paper...
summary:In this paper, we study some properties of relatively strong pseudocompactness and mainly sh...
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractWe consider the following question of Ginsburg: Is there any relationship between the pseudo...
AbstractA new notion of a strongly τ-pseudocompact space is introduced, and its relation to the noti...
summary:The structure of sub-, pseudo- and quasimaximal spaces is investigated. \linebreak A method ...
In this paper a space X is pseudocompact if it is Tychonoff and every real-valued continuous functio...
Abstract. A space X is truly weakly pseudocompact if X is either weakly pseu-docompact or Lindelöf ...
summary:For a free ultrafilter $p$ on $\mathbb{N}$, the concepts of strong pseudocompactness, stro...
AbstractFor a locally pseudocompact space X letζX=X∪clβX(βX\υX). It is proved that ζX is the largest...
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractA completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where ...
A completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where βX is th...