On automorphism groups of non-associative algebras associated with doubly transitive groups
โ Scribed by Harry P Allen
- Publisher
- Elsevier Science
- Year
- 1984
- Tongue
- English
- Weight
- 299 KB
- Volume
- 91
- Category
- Article
- ISSN
- 0021-8693
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๐ SIMILAR VOLUMES
Let P s NAM be the minimal parabolic subgroup of SU n q 1, 1 , which can be regarded as the affine automorphism group of the Siegel upper half-plane U nq 1 , P also acts on the Heisenberg group H n , the boundary of U nq 1 . Therefore P has a 2 ลฝ n . 2 ลฝ n . natural representation U on L H . We deco
It is shown that the group association scheme for the split extension of 2 3 by SL 3 (2) is not isomorphic to that for the non-split extension , although they have the same set of parameters (intersection numbers) .
We show that for the split and non-split extensions of F 2 q by S L(2, q) (q = 2 e , e โฅ 3), the group association schemes have the same parameters but are not isomorphic. For the split and non-split extensions of F 2 q by the standard Borel subgroup of S L(2, q) (q = 2 e , e โฅ 3), the group associa