Exponentiality of Algebraic Groups
β Scribed by Martin Moskowitz
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 160 KB
- Volume
- 186
- Category
- Article
- ISSN
- 0021-8693
No coin nor oath required. For personal study only.
β¦ Synopsis
He thanks both the CNR for its generous support and Roma II for its hospitality. The author also thanks Richard Mosak for reading an earlier version of the paper as well as the referee for a number of remarks which have smoothed out the exposition. 20
π SIMILAR VOLUMES
It has an obvious analogue for a semisimple linear algebraic group G over an arbitrary field k: the group G is excellent if, for any field extension K of k, the anisotropic kernel of the K-group G = K can be defined by a k-group. The aim of this paper is to k investigate excellence properties of spe
By modifying a construction from Knus et al., we construct all isotropic algebraic groups of type 3 D and 6 D over an arbitrary field of characteristic / 2. We also 4 4 provide a nice isomorphism criterion for such groups. The results of this paper Ε½ . extend the main results of Allison using entire
The general problem underlying this article is to give a qualitative classification Ε½ . of all compact subgroups β« ; GL F , where F is a local field and n is arbitrary. It is natural to ask whether β« is an open compact subgroup of H E , where H is a linear algebraic group over a closed subfield E ;
## Abstract It is shown that major independence conditions for left and right group operator algebras coincide. If Ξ£ is a discrete ICC group, then the reduced left and right group algebras __W__^\*^~__Ξ»__~(Ξ£) and __W__~__Ο±__~^\*^(Ξ£) are __W__^\*^βindependent. These algebras are moreover independent