Mikhail Borovoi and Boris Kunyavskii: Brauer equivalence in a homogeneous space with connected stabilizer

borovoi@math.tau.ac.il , kunyav@macs.biu.ac.il

Submission: 2000, Sep 28

Let G be a simply connected algebraic group over a field k of characteristic 0, H a connected k-subgroup of G, X=H\G. When k is a local field or a number field, we compute the set of Brauer equivalence classes in X(k).

1991 Mathematics Subject Classification: 14G25; 14M17

Keywords and Phrases: linear algebraic group; homogeneous space; Brauer equivalence

Full text: dvi.gz 22 k, dvi 52 k, ps.gz 173 k, pdf.gz 174 k, pdf 219 k.

Server Home Page