DOIAbstract
AbstractWe show that any finite group can act freely on a rational homology 3-sphere
AbstractWe show that any finite group can act freely on a rational homology 3-sphere
AbstractA classic result of Swan states that a finite group G acts freely on a finite homotopy spher...
AbstractWe classify free actions of finite groups on the 3-torus, up to topological conjugacy. By wo...
AbstractWe show that the only nonabelian finite simple group which admits smooth actions on a homolo...
We show that any finite group can act freely on a rational homology 3-sphere. Ó 2000 Elsevier Scienc...
AbstractWe show that any finite group can act freely on a rational homology 3-sphere
We consider finite group G admitting orientation-preserving actions on homology 3-spheres (arbitrary...
A finite nonabelian simple group does not admit a free action on a homology sphere, and the only fin...
The classification of finite groups acting freely on a homology 3-sphere is still incomplete. Howeve...
Suppose K is a finite CW complex with finite fundamental group G whose universal cover is homotopy e...
Suppose K is a finite CW complex with finite fundamental group G whose universal cover is homotopy e...
We prove that if a finite group G has a representation with fixity f, then it acts freely and homolo...
In previous work we showed that the only finite nonabelian simple group acting by diffeomorphisms on...
Summary.- Any finite group admits actions on closed 3-manifolds, and in particular free actions. For...
In previous work we showed that the only finite nonabelian simple group acting by diffeomorphisms on...
It is a consequence of the classical Jordan bound for finite subgroups of linear groups that in each...
AbstractA classic result of Swan states that a finite group G acts freely on a finite homotopy spher...
AbstractWe classify free actions of finite groups on the 3-torus, up to topological conjugacy. By wo...
AbstractWe show that the only nonabelian finite simple group which admits smooth actions on a homolo...
We show that any finite group can act freely on a rational homology 3-sphere. Ó 2000 Elsevier Scienc...
AbstractWe show that any finite group can act freely on a rational homology 3-sphere
We consider finite group G admitting orientation-preserving actions on homology 3-spheres (arbitrary...
A finite nonabelian simple group does not admit a free action on a homology sphere, and the only fin...
The classification of finite groups acting freely on a homology 3-sphere is still incomplete. Howeve...
Suppose K is a finite CW complex with finite fundamental group G whose universal cover is homotopy e...
Suppose K is a finite CW complex with finite fundamental group G whose universal cover is homotopy e...
We prove that if a finite group G has a representation with fixity f, then it acts freely and homolo...
In previous work we showed that the only finite nonabelian simple group acting by diffeomorphisms on...
Summary.- Any finite group admits actions on closed 3-manifolds, and in particular free actions. For...
In previous work we showed that the only finite nonabelian simple group acting by diffeomorphisms on...
It is a consequence of the classical Jordan bound for finite subgroups of linear groups that in each...
AbstractA classic result of Swan states that a finite group G acts freely on a finite homotopy spher...
AbstractWe classify free actions of finite groups on the 3-torus, up to topological conjugacy. By wo...
AbstractWe show that the only nonabelian finite simple group which admits smooth actions on a homolo...
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