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On topologizing groups
Published/Copyright:
April 22, 2007
Abstract
We prove that every infinite group admits a non-discrete zero-dimensional Hausdorff topology with continuous translations and inversion.
Received: 2006-01-12
Revised: 2006-05-31
Published Online: 2007-04-22
Published in Print: 2007-03-20
© Walter de Gruyter
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Articles in the same Issue
- Almost central involutions in split extensions of Coxeter groups by graph automorphisms
- The exact spread of the Mathieu group M11
- On p-monomial modules over local domains
- Actions of abelian groups on groups
- Connected transversals to nilpotent groups
- A note on finite 𝒫𝒮𝒯-groups
- On c*-normality and its properties
- Finite groups with few non-cyclic subgroups
- On topologizing groups
- Examples of growth series of torus bundle groups
