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UID:news685@dmi.unibas.ch
DTSTAMP;TZID=Europe/Zurich:20190212T230504
DTSTART;TZID=Europe/Zurich:20150925T103000
SUMMARY:Seminar Algebra and Geometry: Ronan Terpereau (Bonn)
DESCRIPTION:In this talk you will learn about Chevalley theorem for Lie alg
 ebras\,  commuting scheme (associated with a Lie algebra\, a theta-group\,
  or a  polar representation)\, symplectic reduction (associated with a  re
 presentation of a reductive group)\, symplectic singularities and their  r
 esolutions\, and about the beautiful relations between all these  things. 
 I will mention several questions remained open for decades and  explained 
 some recent approaches to try to answer them. This talk will  be elementar
 y with many examples and shall provide a good opportunity to  learn about 
 representation theory of reductive groups and the Lie  theory.
X-ALT-DESC: In this talk you will learn about Chevalley theorem for Lie alg
 ebras\,  commuting scheme (associated with a Lie algebra\, a theta-group\,
  or a  polar representation)\, symplectic reduction (associated with a  re
 presentation of a reductive group)\, symplectic singularities and their  r
 esolutions\, and about the beautiful relations between all these  things. 
 I will mention several questions remained open for decades and  explained 
 some recent approaches to try to answer them. This talk will  be elementar
 y with many examples and shall provide a good opportunity to  learn about 
 representation theory of reductive groups and the Lie  theory.
DTEND;TZID=Europe/Zurich:20150925T120000
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