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math.KT2018
Chevalley groups of polynomial rings over Dedekind domains
Anastasia Stavrova
Let R be a Dedekind domain, and let G be a simply connected Chevalley-Demazure group scheme of rank =>2. We prove that G(R[x_1,...,x_n])=G(R)E(R[x_1,...,x_n]) for any n=>1. This ex…
math.GR2018
Normal structure of isotropic reductive groups over rings
Anastasia Stavrova, Alexei Stepanov
The paper studies the lattice of subgroups of an isotropic reductive group G(R) over a commutative ring R, normalized by the elementary subgroup E(R). We prove the sandwich classif…