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A modern approach to representations of finite reductive groups

  • Speaker:Olivier Dudas (Aix-Marseille University)
  • Organizer:Sino-Russian Mathematics Center
  • Start Time:2024-11-13 20:00
  • End Time:2024-11-13 21:30
  • Venue:Online

 

Time:8.00pm - 9.30pm(Beijing time)

           4th (Mon.),13th (Wed.) and 15th (Fri.),November,2024     

 

Venue: 

No. Date Zoom ID Password
1 4th (Mon.), Nov. 852 2905 1983 282362
2 13th (Wed.), Nov. 869 1811 5961 278589
3 15th (Fri.),  Nov. 823 9589 0348 853953
 

 

Summary: The purpose of this series of lectures is to present recent results on the representation theory of finite reductive groups using constructions from the geometry and from higher categories. Replacing representations by local systems, one obtains a broad range of techniques coming from sheaves on topological spaces to work with representations, including the usual induction and restriction but also their geometric generalisation due to Deligne--Lusztig and Lusztig. We will also explain how these methods give rise to a category of representations which is generic, hence fulfilling Broué's dream to study representations of GLn(x) where x is an indeterminate.

 

 

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