AbstractIn this paper, we classify topologically the homeomorphism groups H(Γ) of infinite graphs Γ with respect to the compact-open and the Whitney topologies
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
Abstract. Let f: M → N be a continuous map between closed irreducible graph manifolds with infinite ...
AbstractThe notion of ×-homotopy from [Anton Dochtermann, Hom complexes and homotopy theory in the c...
AbstractIn this paper, we classify topologically the homeomorphism groups H(Γ) of infinite graphs Γ ...
AbstractLet Γ be a countable locally finite graph and let H(Γ) and H+(Γ) denote the homeomorphism gr...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
AbstractWe show how results concerning infinite, locally finite, vertex-symmetric graphs can be rela...
AbstractIf the homeomorphism group H(X) of a Tychonoff space X is compact in the compact open topolo...
Let X be a Tychonoff space, HomX the full group of self-homeomorphisms of X and CLX the hyperspace o...
AbstractLet f:M→N be a continuous map between closed irreducible graph manifolds with infinite funda...
AbstractFor a Whitney preserving map f:X→G we show the following: (a) If X is arcwise connected and ...
Let X be a Tychonoff space, H(X) the group of all self-homeomorphisms of X with the usual compositio...
The homology group of a graph, with any coefficient ring, can be used to construct covering graphs. ...
Abstract. Hougthon’s groups {Hn} is a family of groups where each Hn consists of ‘trans-lations at i...
We introduce a notion of graph homeomorphisms which uses the concept of dimension and homotopy for g...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
Abstract. Let f: M → N be a continuous map between closed irreducible graph manifolds with infinite ...
AbstractThe notion of ×-homotopy from [Anton Dochtermann, Hom complexes and homotopy theory in the c...
AbstractIn this paper, we classify topologically the homeomorphism groups H(Γ) of infinite graphs Γ ...
AbstractLet Γ be a countable locally finite graph and let H(Γ) and H+(Γ) denote the homeomorphism gr...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
AbstractWe show how results concerning infinite, locally finite, vertex-symmetric graphs can be rela...
AbstractIf the homeomorphism group H(X) of a Tychonoff space X is compact in the compact open topolo...
Let X be a Tychonoff space, HomX the full group of self-homeomorphisms of X and CLX the hyperspace o...
AbstractLet f:M→N be a continuous map between closed irreducible graph manifolds with infinite funda...
AbstractFor a Whitney preserving map f:X→G we show the following: (a) If X is arcwise connected and ...
Let X be a Tychonoff space, H(X) the group of all self-homeomorphisms of X with the usual compositio...
The homology group of a graph, with any coefficient ring, can be used to construct covering graphs. ...
Abstract. Hougthon’s groups {Hn} is a family of groups where each Hn consists of ‘trans-lations at i...
We introduce a notion of graph homeomorphisms which uses the concept of dimension and homotopy for g...
Let M be either a topological manifold, a Hilbert cube manifold, or a Menger manifold and let D be a...
Abstract. Let f: M → N be a continuous map between closed irreducible graph manifolds with infinite ...
AbstractThe notion of ×-homotopy from [Anton Dochtermann, Hom complexes and homotopy theory in the c...
DOI
Add to ORKG