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September 16, 2015 13:30  


Simple algebras and algebraic groups

V. L. Popov

Steklov Mathematical Institute of Russian Academy of Sciences, Moscow
Video records:
MP4 260.6 Mb
MP4 249.2 Mb

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Video files:55



Abstract: The following topics will be discussed:
(1) Given an algebraic group G,let V be a finite-dimensional algebraic G-module that admits a structure of a simple (not necessarily associative) algebra A for which G=Aut(A). Then V admits a close approximation to the analogue of classical invariant theory.
(2) What are the groups G for which such a V exists?
(3) Given G, what are the G-modules V for which (1) holds?

Language: English

Website: https://www.birs.ca/events/2015/5-day-workshops/15w5016/videos/watch/201509161331-Popov.html
 
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