DOIAbstract
AbstractA theory of the family of closed subgroups of a compact topological group is developed, using the topological notion of a hyperspace. Basic properties of this “space of subgroups” are explored
AbstractA theory of the family of closed subgroups of a compact topological group is developed, using the topological notion of a hyperspace. Basic properties of this “space of subgroups” are explored
The class of locally compact groups has been widely studied in group theory, representation theory,...
AbstractLet G be a compact topological group. The lattice ΣG of its closed subgroups is algebraic in...
If X is a topological space, then we let H(X) denote the group of autohomeomor-phisms of X equipped ...
AbstractA theory of the family of closed subgroups of a compact topological group is developed, usin...
We survey different topologizations of the set S ( G ) of closed subgroups of a topological ...
AbstractLet G be a compact group. Let S(G), C(G), N(G) be the spaces of closed subgroups, cosets of ...
Let G be a locally compact topological group. We investigate the type of the classifying space of G ...
AbstractWe construct a homotopy theoretic setup for homology decompositions of classifying spaces of...
Let X be a Tychonoff space, CL(X) the hyperspace of all non-empty closed subsets of X, H(X) the full...
We construct a homotopy theoretic setup for homology decompositions of classifying spaces of p-compa...
space. For a continuum X, H(X) denotes the space of all homeomorphisms of X with the compact-open to...
[EN] We investigate closed subsets (subsemigroups, resp.) of compact-like topological spaces (semigr...
AbstractIf the homeomorphism group H(X) of a Tychonoff space X is compact in the compact open topolo...
It is a Theorem of W. W. Comfort and K. A. Ross that if G is a subgroup of a compact Abelian group,...
AbstractWe study the compact-open topology on the character group of dense subgroups of topological ...
The class of locally compact groups has been widely studied in group theory, representation theory,...
AbstractLet G be a compact topological group. The lattice ΣG of its closed subgroups is algebraic in...
If X is a topological space, then we let H(X) denote the group of autohomeomor-phisms of X equipped ...
AbstractA theory of the family of closed subgroups of a compact topological group is developed, usin...
We survey different topologizations of the set S ( G ) of closed subgroups of a topological ...
AbstractLet G be a compact group. Let S(G), C(G), N(G) be the spaces of closed subgroups, cosets of ...
Let G be a locally compact topological group. We investigate the type of the classifying space of G ...
AbstractWe construct a homotopy theoretic setup for homology decompositions of classifying spaces of...
Let X be a Tychonoff space, CL(X) the hyperspace of all non-empty closed subsets of X, H(X) the full...
We construct a homotopy theoretic setup for homology decompositions of classifying spaces of p-compa...
space. For a continuum X, H(X) denotes the space of all homeomorphisms of X with the compact-open to...
[EN] We investigate closed subsets (subsemigroups, resp.) of compact-like topological spaces (semigr...
AbstractIf the homeomorphism group H(X) of a Tychonoff space X is compact in the compact open topolo...
It is a Theorem of W. W. Comfort and K. A. Ross that if G is a subgroup of a compact Abelian group,...
AbstractWe study the compact-open topology on the character group of dense subgroups of topological ...
The class of locally compact groups has been widely studied in group theory, representation theory,...
AbstractLet G be a compact topological group. The lattice ΣG of its closed subgroups is algebraic in...
If X is a topological space, then we let H(X) denote the group of autohomeomor-phisms of X equipped ...
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