DOIAbstract
AbstractWe introduce a class of Borel measurable maps between topological spaces which is stable under usual operations. We characterize those completely regular topological spaces which are Borel sets in every regular embedding
AbstractWe introduce a class of Borel measurable maps between topological spaces which is stable under usual operations. We characterize those completely regular topological spaces which are Borel sets in every regular embedding
Measures and measurable functions are used primarily as tools for carrying out various calculations ...
Measures and measurable functions are used primarily as tools for carrying out various calculations ...
This paper is a contribution to the theory of countable Borel equivalence relations on standard Bore...
This thesis deals with study of mappings preserving Borel classes or absolute Borel classes. We prov...
AbstractWe present internal descriptions of spaces of absolute Borel classes with respect to Tychono...
Abstract. An internal characterization of metric spaces which are absolute Borel sets of multiplicat...
. Let f be a Borel measurable mapping of a Luzin (i.e. absolute Borel) space L onto a metric space ...
This article the properties of sets F and G , which are Borel sets, in topological spaces were stu...
We investigate F-Borel topological spaces. We focus on finding out how a complexity of a space depen...
We investigate F-Borel topological spaces. We focus on finding out how a complexity of a space depen...
Let T be a completely regular topological space and C(T) be the space of bounded, continuous real-va...
AbstractIn this paper it is proved that for any two saturated (respectively, isometrically ω-saturat...
In this paper, a new class of continuous functions called R#-continuous maps in topological spaces a...
AbstractWe investigate the question of which homogeneous (zero-dimensional absolute) Borel sets can ...
We present arguments showing that the standard notion of the support of a probabilistic Borel measur...
Measures and measurable functions are used primarily as tools for carrying out various calculations ...
Measures and measurable functions are used primarily as tools for carrying out various calculations ...
This paper is a contribution to the theory of countable Borel equivalence relations on standard Bore...
This thesis deals with study of mappings preserving Borel classes or absolute Borel classes. We prov...
AbstractWe present internal descriptions of spaces of absolute Borel classes with respect to Tychono...
Abstract. An internal characterization of metric spaces which are absolute Borel sets of multiplicat...
. Let f be a Borel measurable mapping of a Luzin (i.e. absolute Borel) space L onto a metric space ...
This article the properties of sets F and G , which are Borel sets, in topological spaces were stu...
We investigate F-Borel topological spaces. We focus on finding out how a complexity of a space depen...
We investigate F-Borel topological spaces. We focus on finding out how a complexity of a space depen...
Let T be a completely regular topological space and C(T) be the space of bounded, continuous real-va...
AbstractIn this paper it is proved that for any two saturated (respectively, isometrically ω-saturat...
In this paper, a new class of continuous functions called R#-continuous maps in topological spaces a...
AbstractWe investigate the question of which homogeneous (zero-dimensional absolute) Borel sets can ...
We present arguments showing that the standard notion of the support of a probabilistic Borel measur...
Measures and measurable functions are used primarily as tools for carrying out various calculations ...
Measures and measurable functions are used primarily as tools for carrying out various calculations ...
This paper is a contribution to the theory of countable Borel equivalence relations on standard Bore...
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