AbstractIf X is a countably compact space and if exp(X) is hereditarily weakly normal, then X is a perfectly normal hereditarily separable compact space. All powers of a T1-space X are weakly normal if and only if X is compact T2
AbstractThe behavior of the property of weak normality with respect to topological products is exami...
The paper deals with compacta satisfying high separation axioms: per-fect normality and monotone nor...
AbstractIf X is locally compact, then X is the Stone-Čech remainder of a normal space. A partial con...
AbstractIf X is a countably compact space and if exp(X) is hereditarily weakly normal, then X is a p...
AbstractThe behavior of the property of weak normality with respect to topological products is exami...
AbstractLet X be a Hausdorff topological space and exp(X) be the space of all (nonempty) closed subs...
AbstractWe show, in particular, that if X is a locally compact second countable space without isolat...
Abstract♦ implies that there is a countably compact noncompact space X so that X×X is hereditarily n...
AbstractA γN-space is a locally compact Hausdorff space with a countable dense set of isolated point...
AbstractWe consider independence results concerning two topological problems. First, a space is defi...
AbstractA space X is said to be countably tight if, for each A ⊂ X and each point x in the closure o...
AbstractA space X is said to be countably tight if, for each A ⊂ X and each point x in the closure o...
AbstractWe consider independence results concerning two topological problems. First, a space is defi...
AbstractA separarion property called ↗-normal and weaker than normality is investigated. The main re...
AbstractThe consistency of the existence of a weakly compact cardinal implies the consistency of “ev...
AbstractThe behavior of the property of weak normality with respect to topological products is exami...
The paper deals with compacta satisfying high separation axioms: per-fect normality and monotone nor...
AbstractIf X is locally compact, then X is the Stone-Čech remainder of a normal space. A partial con...
AbstractIf X is a countably compact space and if exp(X) is hereditarily weakly normal, then X is a p...
AbstractThe behavior of the property of weak normality with respect to topological products is exami...
AbstractLet X be a Hausdorff topological space and exp(X) be the space of all (nonempty) closed subs...
AbstractWe show, in particular, that if X is a locally compact second countable space without isolat...
Abstract♦ implies that there is a countably compact noncompact space X so that X×X is hereditarily n...
AbstractA γN-space is a locally compact Hausdorff space with a countable dense set of isolated point...
AbstractWe consider independence results concerning two topological problems. First, a space is defi...
AbstractA space X is said to be countably tight if, for each A ⊂ X and each point x in the closure o...
AbstractA space X is said to be countably tight if, for each A ⊂ X and each point x in the closure o...
AbstractWe consider independence results concerning two topological problems. First, a space is defi...
AbstractA separarion property called ↗-normal and weaker than normality is investigated. The main re...
AbstractThe consistency of the existence of a weakly compact cardinal implies the consistency of “ev...
AbstractThe behavior of the property of weak normality with respect to topological products is exami...
The paper deals with compacta satisfying high separation axioms: per-fect normality and monotone nor...
AbstractIf X is locally compact, then X is the Stone-Čech remainder of a normal space. A partial con...
DOI
Add to ORKG