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Wednesday, March 15, 2006

**Abstract:** I will describe joint work with David Nadler (Northwestern) in which we apply ideas from the geometric Langlands program to describe the representations of real Lie groups (Harish-Chandra modules) as (complexes of equivariant) coherent sheaves on a finite-dimensional algebraic variety (a Steinberg-type variety for the Langlands dual group). The talk will not presume familiarity with geometric Langlands or Harish-Chandra modules.