Article
Publicly Available
The strong symmetric genus and generalized symmetric groups G(n, 3)
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Michael A. Jackson
Published/Copyright:
July 14, 2009
Received: 2008-01-15
Revised: 2009-03-01
Published Online: 2009-07-14
Published in Print: 2010-January
© de Gruyter 2010
Articles in the same Issue
- Editors
- Instructions for Authors
- On subdirect products of type FPm of limit groups
- A property of groups and the Cauchy–Davenport theorem
- Counting the closed subgroups of profinite groups
- Ayoub's theorem and Chernikov groups
- Special abelian Moufang sets of finite Morley rank in characteristic 2
- Some structural results on the non-abelian tensor square of groups
- Elementary roots and admissible subsets of Coxeter groups
- Reduced expressions in semidirect products of Coxeter groups
- The reductive subgroups of G2
- The strong symmetric genus and generalized symmetric groups G(n, 3)
- On the Fitting height of a finite group
- On self-normalizing subgroups of finite groups
- A characterization of HN: addendum
Articles in the same Issue
- Editors
- Instructions for Authors
- On subdirect products of type FPm of limit groups
- A property of groups and the Cauchy–Davenport theorem
- Counting the closed subgroups of profinite groups
- Ayoub's theorem and Chernikov groups
- Special abelian Moufang sets of finite Morley rank in characteristic 2
- Some structural results on the non-abelian tensor square of groups
- Elementary roots and admissible subsets of Coxeter groups
- Reduced expressions in semidirect products of Coxeter groups
- The reductive subgroups of G2
- The strong symmetric genus and generalized symmetric groups G(n, 3)
- On the Fitting height of a finite group
- On self-normalizing subgroups of finite groups
- A characterization of HN: addendum