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International conference "Arithmetic as Geometry: Parshin Fest"
November 29, 2012
15:00–16:00
, Moscow, Steklov Mathematical Institute of RAS
Simple algebras and the analogue of classical invariant theory for nonclassical groups
V. L. Popov
Steklov Mathematical Institute of the Russian Academy of Sciences
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Abstract:
Two topics will be discussed:
(1) If a
$G$
-module
$V$
admits a structure of a simple algebra
$A$
such that
$G={\rm Aut}\,A$
, then there is a close approximation to the analogue of classical invariant theory for
$V$
.
(2) What are the groups
$G$
that appear in this way?
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