DOIAbstract
AbstractThe structure of covers on subsets of products of metric spaces is investigated. Some applications to extensions of continuous maps and some well-known corollaries are given
AbstractThe structure of covers on subsets of products of metric spaces is investigated. Some applications to extensions of continuous maps and some well-known corollaries are given
summary:As is well-known, every product of a locally compact space with a $k$-space is a $k$-space. ...
0. Introduction. For a given pair of metric spaces Xi = (Xi, ρi), i = 1, 2, there are various possib...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
AbstractThe structure of covers on subsets of products of metric spaces is investigated. Some applic...
Mappings generated by covering maps of metric spaces are considered in the spaces of compact subsets...
Mappings generated by covering maps of metric spaces are considered in the spaces of compact subsets...
AbstractWe give some characterizations for normal covers of infinite products of generalized metric ...
All spaces considered here are assume to be Hausdorff. Let $X $ be a space and $\mathcal{U} $ a cove...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
We prove a theorem on uniformly continuous extensions of mappings defined in spaces whose uniformiti...
We prove a theorem on uniformly continuous extensions of mappings defined in spaces whose uniformiti...
AbstractLet X be a topological space and A its subspace. The following problem posed by Przymusiński...
AbstractA subset Y of a space X is Gδ-dense if it intersects every nonempty Gδ-set. The Gδ-closure o...
The topological product of a normal space with a metrizable space is not normal in general, as has b...
summary:As is well-known, every product of a locally compact space with a $k$-space is a $k$-space. ...
0. Introduction. For a given pair of metric spaces Xi = (Xi, ρi), i = 1, 2, there are various possib...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
AbstractThe structure of covers on subsets of products of metric spaces is investigated. Some applic...
Mappings generated by covering maps of metric spaces are considered in the spaces of compact subsets...
Mappings generated by covering maps of metric spaces are considered in the spaces of compact subsets...
AbstractWe give some characterizations for normal covers of infinite products of generalized metric ...
All spaces considered here are assume to be Hausdorff. Let $X $ be a space and $\mathcal{U} $ a cove...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
Covering mappings in metric spaces with fixed points was defined. Two assertions were made including...
We prove a theorem on uniformly continuous extensions of mappings defined in spaces whose uniformiti...
We prove a theorem on uniformly continuous extensions of mappings defined in spaces whose uniformiti...
AbstractLet X be a topological space and A its subspace. The following problem posed by Przymusiński...
AbstractA subset Y of a space X is Gδ-dense if it intersects every nonempty Gδ-set. The Gδ-closure o...
The topological product of a normal space with a metrizable space is not normal in general, as has b...
summary:As is well-known, every product of a locally compact space with a $k$-space is a $k$-space. ...
0. Introduction. For a given pair of metric spaces Xi = (Xi, ρi), i = 1, 2, there are various possib...
We study the notion of α-covering map with respect to certain subsets in metric spaces. Generalizing...
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