DOIAbstract
AbstractWe use Nagata's universal spaces and function space methods to give an alternative proof of recent theorems of Engelking concerning strongly countable-dimensional and locally finite-dimensional spaces
AbstractWe use Nagata's universal spaces and function space methods to give an alternative proof of recent theorems of Engelking concerning strongly countable-dimensional and locally finite-dimensional spaces
AbstractWe consider partition relations for pairs of elements of a countable topological space. For ...
We generalize the concept of locality (resp. colocality) to the concept of locally factorable (resp....
We generalize the concept of locality (resp. colocality) to the concept of locally factorable (resp....
AbstractWe use Nagata's universal spaces and function space methods to give an alternative proof of ...
AbstractIt is shown that if X is a countably compact space that is the union of a countable family o...
AbstractIt is shown that, for certain “nice” properties P of topological spaces, one can characteriz...
summary:We show that all finite powers of a Hausdorff space $X$ do not contain uncountable weakly se...
summary:We prove that if $X^n$ is a union of $n$ subspaces of pointwise countable type then the spac...
summary:We show that all finite powers of a Hausdorff space $X$ do not contain uncountable weakly se...
summary:We show that all finite powers of a Hausdorff space $X$ do not contain uncountable weakly se...
AbstractThe main result of this paper is the following extension of an embedding theorem by Nagata: ...
The additivity of D-property is studied on t-metrizable spaces and certain function spaces. It is sh...
AbstractWe characterize metrizable strongly countable-dimensional and locally finite-dimensional spa...
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
AbstractWe investigate infinite versions of vector and affine space partition results, and thus obta...
AbstractWe consider partition relations for pairs of elements of a countable topological space. For ...
We generalize the concept of locality (resp. colocality) to the concept of locally factorable (resp....
We generalize the concept of locality (resp. colocality) to the concept of locally factorable (resp....
AbstractWe use Nagata's universal spaces and function space methods to give an alternative proof of ...
AbstractIt is shown that if X is a countably compact space that is the union of a countable family o...
AbstractIt is shown that, for certain “nice” properties P of topological spaces, one can characteriz...
summary:We show that all finite powers of a Hausdorff space $X$ do not contain uncountable weakly se...
summary:We prove that if $X^n$ is a union of $n$ subspaces of pointwise countable type then the spac...
summary:We show that all finite powers of a Hausdorff space $X$ do not contain uncountable weakly se...
summary:We show that all finite powers of a Hausdorff space $X$ do not contain uncountable weakly se...
AbstractThe main result of this paper is the following extension of an embedding theorem by Nagata: ...
The additivity of D-property is studied on t-metrizable spaces and certain function spaces. It is sh...
AbstractWe characterize metrizable strongly countable-dimensional and locally finite-dimensional spa...
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
AbstractWe investigate infinite versions of vector and affine space partition results, and thus obta...
AbstractWe consider partition relations for pairs of elements of a countable topological space. For ...
We generalize the concept of locality (resp. colocality) to the concept of locally factorable (resp....
We generalize the concept of locality (resp. colocality) to the concept of locally factorable (resp....
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