Infinite Dimensional Algebra Seminar
Friday, November 30, 2018 at 3:00pm to 5:00pm
2-136
Dima Arinkin (University of Wisconsin–Madison)
Classical limit of the local geometric Langlands correspondence
The classical limit of the global geometric Langlands correspondence is the conjectural Fourier-Mukai equivalence between the Hitchin fibrations for a reductive group G and its dual. While there was a significant progress on this statement for G=GL(n), much less is known about the case of general G. In my talk, I plan to review the global setting, and then focus on the classical limit of the _local_ geometric Langlands correspondence. My goal is to explain new techniques and ideas that are available in the local case.
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