AbstractLet X be a complete-metrizable, separable ANR. The following two facts are shown: (a) if X admits a topological group structure, then either this is a Lie group structure or X is an l2-manifold; (b) If X is a closed convex set in a complete metric linear space, then X is either locally compact or homeomorphic to l2
n this article we study properly discontinuous actions on Hilbert manifolds giving new examples of c...
AbstractWe prove that if G is a compact Lie group, Y a G-space equipped with a topological local con...
The combined results of Gleason [2] and Montgomery and Zippin [4] characterize Lie groups as the loc...
AbstractLet X be a complete-metrizable, separable ANR. The following two facts are shown: (a) if X a...
L. Zippin [3], proved that each locally contractible locally compact topological group G is a Lie gr...
Abstract. Let X be a topological group or a convex set in a linear metric space. We prove that X is ...
Let X be a separable metrizable coset-space of a locally compact group, which has a local cross-sect...
The space ℋ(X) of homeomorphisms on a locally compact homogeneous space X with a local cross-section...
AbstractAssume G is a Lie group, K is a compact subgroup of G and M is a proper smooth G-manifold. U...
AbstractWe detect Hilbert manifolds among isometrically homogeneous metric spaces and apply the obta...
AbstractThe possibility of endowing an Abelian topological group G with the structure of a topologic...
We prove that if G is a compact Lie group, Y a G-space equipped with a topological local convex stru...
Let M be a comEact pi~cewise linear manifold and H(M) the space of all homeomorphisms of M onto itse...
Let M be a comEact pi~cewise linear manifold and H(M) the space of all homeomorphisms of M onto itse...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
n this article we study properly discontinuous actions on Hilbert manifolds giving new examples of c...
AbstractWe prove that if G is a compact Lie group, Y a G-space equipped with a topological local con...
The combined results of Gleason [2] and Montgomery and Zippin [4] characterize Lie groups as the loc...
AbstractLet X be a complete-metrizable, separable ANR. The following two facts are shown: (a) if X a...
L. Zippin [3], proved that each locally contractible locally compact topological group G is a Lie gr...
Abstract. Let X be a topological group or a convex set in a linear metric space. We prove that X is ...
Let X be a separable metrizable coset-space of a locally compact group, which has a local cross-sect...
The space ℋ(X) of homeomorphisms on a locally compact homogeneous space X with a local cross-section...
AbstractAssume G is a Lie group, K is a compact subgroup of G and M is a proper smooth G-manifold. U...
AbstractWe detect Hilbert manifolds among isometrically homogeneous metric spaces and apply the obta...
AbstractThe possibility of endowing an Abelian topological group G with the structure of a topologic...
We prove that if G is a compact Lie group, Y a G-space equipped with a topological local convex stru...
Let M be a comEact pi~cewise linear manifold and H(M) the space of all homeomorphisms of M onto itse...
Let M be a comEact pi~cewise linear manifold and H(M) the space of all homeomorphisms of M onto itse...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
n this article we study properly discontinuous actions on Hilbert manifolds giving new examples of c...
AbstractWe prove that if G is a compact Lie group, Y a G-space equipped with a topological local con...
The combined results of Gleason [2] and Montgomery and Zippin [4] characterize Lie groups as the loc...
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