Add to ORKGThe compact extension property: the role of compactness Jos van der Bijl∗, Jan van Mill Abstract. We consider separable metrizable topological spaces. Among other things we prove that there exists a non-contractible space with the compact extension property and we prove a new version of realization of polytopes for ANR’s
summary:The problem whether every topological space $X$ has a compactification $Y$ such that every c...
summary:We construct a space having the properties in the title, and with the same technique, a coun...
summary:The problem whether every topological space $X$ has a compactification $Y$ such that every c...
summary:We consider separable metrizable topological spaces. Among other things we prove that there ...
summary:We consider separable metrizable topological spaces. Among other things we prove that there ...
summary:We consider separable metrizable topological spaces. Among other things we prove that there ...
Abstract. Posets with property DINT which are compact pospaces with respect to the interval topologi...
Simple construction of spaces without the Hahn-Banach extension property Jerzy Kakol* Abstract. An e...
Abstract. We present short and elementary proofs of the following two known theorems in General Topo...
Abstract. A space X is splittable over a space Y (or splits over Y) if for every A ⊂ X there exists ...
We introduce natural strengthenings of sequential compactness called the $r$-Ramsey property for eac...
Abstract. We consider when one-to-one continuous mappings can improve normality-type and compactness...
AbstractWe present an example of a metrizable space having the separable extension property but whic...
Abstract. The relativization of Gryzlov’s theorem about the size of compact T1-spaces with countable...
Fréchet property in compact spaces is not preserved by M-equivalence Oleg Okunev Abstract. An examp...
summary:The problem whether every topological space $X$ has a compactification $Y$ such that every c...
summary:We construct a space having the properties in the title, and with the same technique, a coun...
summary:The problem whether every topological space $X$ has a compactification $Y$ such that every c...
summary:We consider separable metrizable topological spaces. Among other things we prove that there ...
summary:We consider separable metrizable topological spaces. Among other things we prove that there ...
summary:We consider separable metrizable topological spaces. Among other things we prove that there ...
Abstract. Posets with property DINT which are compact pospaces with respect to the interval topologi...
Simple construction of spaces without the Hahn-Banach extension property Jerzy Kakol* Abstract. An e...
Abstract. We present short and elementary proofs of the following two known theorems in General Topo...
Abstract. A space X is splittable over a space Y (or splits over Y) if for every A ⊂ X there exists ...
We introduce natural strengthenings of sequential compactness called the $r$-Ramsey property for eac...
Abstract. We consider when one-to-one continuous mappings can improve normality-type and compactness...
AbstractWe present an example of a metrizable space having the separable extension property but whic...
Abstract. The relativization of Gryzlov’s theorem about the size of compact T1-spaces with countable...
Fréchet property in compact spaces is not preserved by M-equivalence Oleg Okunev Abstract. An examp...
summary:The problem whether every topological space $X$ has a compactification $Y$ such that every c...
summary:We construct a space having the properties in the title, and with the same technique, a coun...
summary:The problem whether every topological space $X$ has a compactification $Y$ such that every c...