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Characterization of injectors in finite soluble groups
-
Rex Dark
und
Arnold D Feldman
Veröffentlicht/Copyright:
12. Februar 2007
Abstract
The purpose of this note is to describe when a subgroup of a finite soluble group is an injector of that group, without directly using Fitting sets.
Received: 2005-04-05
Revised: 2005-11-02
Published Online: 2007-02-12
Published in Print: 2006-11-28
© Walter de Gruyter
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Artikel in diesem Heft
- Crossover Morita equivalences for blocks of the covering groups of the symmetric and alternating groups
- On a theorem of Artin. II
- Cycle index methods for finite groups of orthogonal type in odd characteristic
- Characterization of injectors in finite soluble groups
- Some class size conditions implying solvability of finite groups
- On t-pure and almost pure exact sequences of LCA groups
- Translation equivalent elements in free groups
- On representing words in the automorphism group of the random graph
Artikel in diesem Heft
- Crossover Morita equivalences for blocks of the covering groups of the symmetric and alternating groups
- On a theorem of Artin. II
- Cycle index methods for finite groups of orthogonal type in odd characteristic
- Characterization of injectors in finite soluble groups
- Some class size conditions implying solvability of finite groups
- On t-pure and almost pure exact sequences of LCA groups
- Translation equivalent elements in free groups
- On representing words in the automorphism group of the random graph
