Morita equivalent blocks in subgroups of finite groups
β Scribed by Yang Qinqin; Fan Yun
- Publisher
- Wuhan University
- Year
- 2006
- Tongue
- English
- Weight
- 378 KB
- Volume
- 11
- Category
- Article
- ISSN
- 1007-1202
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π SIMILAR VOLUMES
Rickard have proved BrouΓ©'s Abelian defect group conjecture for many symmetric groups. We adapt the ideas of Kessar and Chuang towards finite general linear groups (represented over non-describing characteristic). We then describe Morita equivalences between certain p-blocks of GL n q with defect gr
Let F be the class of finite groups which contain nonconjugate Carter subgroups and assume that F is nonempty. Then it has been shown that a member of F, of minimal order, should be an almost simple group A. In this paper, using CFSG, we restrict the possibilities for such A: in particular we show t