AbstractWe prove that if the one-point compactification of a locally compact, noncompact Hausdorff space L is the topological space called pseudoarc, then C0(L,C) is almost transitive. We also obtain two necessary conditions on a metrizable locally compact Hausdorff space L for C0(L) being almost transitive
We show that two possible definitions of sequential pseudocompactness are equivalent, and point out ...
AbstractWe study conditions on Banach spaces close to separability. We say that a topological space ...
AbstractThe existence of coincidence and fixed points for continuous mappings on pseudo-compact comp...
AbstractWe prove that if the one-point compactification of a locally compact, noncompact Hausdorff s...
Given a locally compact, Hausdorff space, χ, there are several ways to compactify it. We examine two...
AbstractA new notion of a strongly τ-pseudocompact space is introduced, and its relation to the noti...
A completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where βX is th...
AbstractA completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where ...
AbstractA Tychonoff space X has to be finite if Cp(X) is σ-countably compact [23]. However, this is ...
summary:A space is said to be nearly pseudocompact iff $vX-X$ is dense in $\beta X-X$. In this paper...
AbstractWe investigate, when a topological group G is pseudocompact at infinity, that is, when bG⧹G ...
AbstractStrengthening a result of Šapirovskiǐ we prove that if 2ω⩽ω2 then sequential compactness imp...
AbstractA general construction for creating first countable pseudo-compact extensions of certain spa...
summary:We prove a number of results on star covering properties which may be regarded as either gen...
[EN] We introduce and study here the notion of nearly Hausdorffness, a separation axiom, stronger th...
We show that two possible definitions of sequential pseudocompactness are equivalent, and point out ...
AbstractWe study conditions on Banach spaces close to separability. We say that a topological space ...
AbstractThe existence of coincidence and fixed points for continuous mappings on pseudo-compact comp...
AbstractWe prove that if the one-point compactification of a locally compact, noncompact Hausdorff s...
Given a locally compact, Hausdorff space, χ, there are several ways to compactify it. We examine two...
AbstractA new notion of a strongly τ-pseudocompact space is introduced, and its relation to the noti...
A completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where βX is th...
AbstractA completely regular space X is called nearly pseudocompact if υX−X is dense in βX−X, where ...
AbstractA Tychonoff space X has to be finite if Cp(X) is σ-countably compact [23]. However, this is ...
summary:A space is said to be nearly pseudocompact iff $vX-X$ is dense in $\beta X-X$. In this paper...
AbstractWe investigate, when a topological group G is pseudocompact at infinity, that is, when bG⧹G ...
AbstractStrengthening a result of Šapirovskiǐ we prove that if 2ω⩽ω2 then sequential compactness imp...
AbstractA general construction for creating first countable pseudo-compact extensions of certain spa...
summary:We prove a number of results on star covering properties which may be regarded as either gen...
[EN] We introduce and study here the notion of nearly Hausdorffness, a separation axiom, stronger th...
We show that two possible definitions of sequential pseudocompactness are equivalent, and point out ...
AbstractWe study conditions on Banach spaces close to separability. We say that a topological space ...
AbstractThe existence of coincidence and fixed points for continuous mappings on pseudo-compact comp...
DOI
Add to ORKG