Publication date
June 2013
DOI Publisher
Elsevier ISSN
0166-8641 Citation count (estimate)
3Abstract
We give a symmetrized, unilaterally generated topological condition which ensures that a right-topological group is a Polish topological group
We give a symmetrized, unilaterally generated topological condition which ensures that a right-topological group is a Polish topological group
AbstractWe investigate the relationships between topological and Borel G-spaces, where G is a Polish...
AbstractThis paper consists essentially of the text of a series of four lectures given by the author...
AbstractA Polish group is surjectively universal if it can be continuously homomorphically mapped on...
We give a symmetrized, unilaterally generated topological condition which ensures that a right-topol...
The purpose of this paper is to prove a new topological fact about the Poincar\'{e} and related grou...
The motivation of this article is to introduce a kind of orbit equivalence relations which can well ...
Abstract. The group PL+(I) of increasing piecewise linear self-homeomorphisms of the interval I = [0...
AbstractWe show the existence of an infinite monothetic Polish topological group G with the fixed po...
Polish groups are separable completely metrizable topological groups. A key problem in the theory of...
In this book the authors present their research into the foundations of the theory of Polish groups ...
We prove that for every homogeneous and strongly locally homogeneous Polish space X there is a Polis...
We show that a Borel action of a Polish group on a standard Borel space is Borel isomorphic to a con...
summary:We explore (weak) continuity properties of group operations. For this purpose, the Novak num...
In §2.1 - 2.5, we survey some basic facts about Polish group actions, particularly continuous and Bo...
We study computable Polish spaces and Polish groups up to homeomorphism. We prove a natural effectiv...
AbstractWe investigate the relationships between topological and Borel G-spaces, where G is a Polish...
AbstractThis paper consists essentially of the text of a series of four lectures given by the author...
AbstractA Polish group is surjectively universal if it can be continuously homomorphically mapped on...
We give a symmetrized, unilaterally generated topological condition which ensures that a right-topol...
The purpose of this paper is to prove a new topological fact about the Poincar\'{e} and related grou...
The motivation of this article is to introduce a kind of orbit equivalence relations which can well ...
Abstract. The group PL+(I) of increasing piecewise linear self-homeomorphisms of the interval I = [0...
AbstractWe show the existence of an infinite monothetic Polish topological group G with the fixed po...
Polish groups are separable completely metrizable topological groups. A key problem in the theory of...
In this book the authors present their research into the foundations of the theory of Polish groups ...
We prove that for every homogeneous and strongly locally homogeneous Polish space X there is a Polis...
We show that a Borel action of a Polish group on a standard Borel space is Borel isomorphic to a con...
summary:We explore (weak) continuity properties of group operations. For this purpose, the Novak num...
In §2.1 - 2.5, we survey some basic facts about Polish group actions, particularly continuous and Bo...
We study computable Polish spaces and Polish groups up to homeomorphism. We prove a natural effectiv...
AbstractWe investigate the relationships between topological and Borel G-spaces, where G is a Polish...
AbstractThis paper consists essentially of the text of a series of four lectures given by the author...
AbstractA Polish group is surjectively universal if it can be continuously homomorphically mapped on...
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