Add to ORKGLet G be a group of homeomorphisms on a homogeneous space X , which contains all translations on X and is endowed with either the compact open topology or the g-topology of Arens. Conditions for G to have bundle structure are considered
summary:Groups of homeomorphisms related to locally trivial bundles are studied. It is shown that th...
summary:Groups of homeomorphisms related to locally trivial bundles are studied. It is shown that th...
The following theorem is likely to be of importance in the solution of the problems posed below. The...
Let G be any homeomorphism group on a left (or right) coset space X with a local cross section. If G...
Let G be any homeomorphism group on a left (or right) coset space X with a local cross section. If G...
The space ℋ(X) of homeomorphisms on a locally compact homogeneous space X with a local cross-section...
In this article, the recent status of the following four fundamental problems on homeomorphism group...
In this article, the recent status of the following four fundamental problems on homeomorphism group...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
In this study, two new classes of generalized homeomorphisms are introduced and shown that one of th...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
Given a principal G-bundle [formula] let HG(M) be the identity component of the group of G-equivaria...
AbstractWe prove a general theorem on transitive topological group actions that give rise to almost ...
AbstractIf the homeomorphism group H(X) of a Tychonoff space X is compact in the compact open topolo...
summary:Groups of homeomorphisms related to locally trivial bundles are studied. It is shown that th...
summary:Groups of homeomorphisms related to locally trivial bundles are studied. It is shown that th...
The following theorem is likely to be of importance in the solution of the problems posed below. The...
Let G be any homeomorphism group on a left (or right) coset space X with a local cross section. If G...
Let G be any homeomorphism group on a left (or right) coset space X with a local cross section. If G...
The space ℋ(X) of homeomorphisms on a locally compact homogeneous space X with a local cross-section...
In this article, the recent status of the following four fundamental problems on homeomorphism group...
In this article, the recent status of the following four fundamental problems on homeomorphism group...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
In this study, two new classes of generalized homeomorphisms are introduced and shown that one of th...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
This paper begins what the author hopes is a very thorough study of the nature of groups of homeomor...
Given a principal G-bundle [formula] let HG(M) be the identity component of the group of G-equivaria...
AbstractWe prove a general theorem on transitive topological group actions that give rise to almost ...
AbstractIf the homeomorphism group H(X) of a Tychonoff space X is compact in the compact open topolo...
summary:Groups of homeomorphisms related to locally trivial bundles are studied. It is shown that th...
summary:Groups of homeomorphisms related to locally trivial bundles are studied. It is shown that th...
The following theorem is likely to be of importance in the solution of the problems posed below. The...