Shimura varieties are a certain class of algebraic varieties over number fields with lots of symmetries, introduced by Shimura Deligne nearly half a century ago. They have been playing a central role in number theory and other areas. Langlands proposed a program to compute the L-functions and cohomology of Shimura varieites in 1970s; this was refined by Langlands-Rapoport and Kottwitz in 1980s. I will review some old and recent results in this direction.
Speaker(s): Sug Woo Shin (University of California, Berkeley)
Speaker(s): Sug Woo Shin (University of California, Berkeley)
Building: | East Hall |
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Event Type: | Workshop / Seminar |
Tags: | Mathematics |
Source: | Happening @ Michigan from Department of Mathematics, Colloquium Series - Department of Mathematics |