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
summary:It is proved that if a regular space $X$ is the union of a finite family of metrizable subsp...
We consider a new class of open covers and classes of spaces defined from them, called "iota spaces"...
AbstractWe prove the existence of universal spaces for the Krull dimension. To prove it, we must cha...
AbstractWe use Nagata's universal spaces and function space methods to give an alternative proof of ...
AbstractWe characterize metrizable strongly countable-dimensional and locally finite-dimensional spa...
AbstractThe main result of this paper is the following extension of an embedding theorem by Nagata: ...
AbstractWe characterize two classes of metric spaces as images under a closed, finite-to-one mapping...
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
summary:We prove that if $X^n$ is a union of $n$ subspaces of pointwise countable type then the spac...
summary:We prove that if $X^n$ is a union of $n$ subspaces of pointwise countable type then the spac...
AbstractThe hyperspaces of strongly countable dimensional compacta of positive dimension and of stro...
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
AbstractLet X be a metrizable space. It is proved that X has a topologically complete metrizable ext...
summary:It is proved that if a regular space $X$ is the union of a finite family of metrizable subsp...
AbstractThe metrizability number of a space X, m(X), is the smallest cardinal κ such that X can be r...
summary:It is proved that if a regular space $X$ is the union of a finite family of metrizable subsp...
We consider a new class of open covers and classes of spaces defined from them, called "iota spaces"...
AbstractWe prove the existence of universal spaces for the Krull dimension. To prove it, we must cha...
AbstractWe use Nagata's universal spaces and function space methods to give an alternative proof of ...
AbstractWe characterize metrizable strongly countable-dimensional and locally finite-dimensional spa...
AbstractThe main result of this paper is the following extension of an embedding theorem by Nagata: ...
AbstractWe characterize two classes of metric spaces as images under a closed, finite-to-one mapping...
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
summary:We prove that if $X^n$ is a union of $n$ subspaces of pointwise countable type then the spac...
summary:We prove that if $X^n$ is a union of $n$ subspaces of pointwise countable type then the spac...
AbstractThe hyperspaces of strongly countable dimensional compacta of positive dimension and of stro...
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
AbstractLet X be a metrizable space. It is proved that X has a topologically complete metrizable ext...
summary:It is proved that if a regular space $X$ is the union of a finite family of metrizable subsp...
AbstractThe metrizability number of a space X, m(X), is the smallest cardinal κ such that X can be r...
summary:It is proved that if a regular space $X$ is the union of a finite family of metrizable subsp...
We consider a new class of open covers and classes of spaces defined from them, called "iota spaces"...
AbstractWe prove the existence of universal spaces for the Krull dimension. To prove it, we must cha...
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