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Accession Number:
ADA582773
Title:
Geometry, Representation Theory, and the Langlands Program
Descriptive Note:
Final rept. 16 Jun 2008-31 Sep 2012
Corporate Author:
NORTHWESTERN UNIV EVANSTON IL
Report Date:
2013-04-01
Pagination or Media Count:
9.0
Abstract:
Schmid and Vilonen have mostly carried out the program of determining the Unitary dual of reductive Lie groups using Hodge theory. Kashiwara and Vilonen solved a long standing conjecture on the microlocal structure of holonomic systems of differential equations, the codimension-three conjecture. Bezrukavnikov has carried out a far reaching generalization of Kazhdan-Lustzig combinatorics to a categorical level. Emerton has made fundamental progress in the p-adic Langlands program by proving a strong local-global compatibility.
Distribution Statement:
APPROVED FOR PUBLIC RELEASE