# Jerusalem Mathematics Colloquium

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Thursday, 6th June 2002, 4:00 pm

Mathematics Building, Lecture Hall 2

##

Dennis Gaitsgory

(University of Chicago)

On the geometric Langlands correspondence

** Abstract: **
Let *X* be a Riemann surface, and þ an *n*-dimensional
irreducible representation of the fundamental group of *X*.
If *n=1*, þ gives rise to a *1*-dimensional representation
of \pi_1(Pix(*X*)).
If *n>1*, it turns out that to þ one can associate a
certain topological object "living" on the moduli space
of rank *n* holomorphic vector bundles on *X*.
In the talk we will explain this constrution and its
connection with the classical Langlands' program.

Coffee, Cookies at the faculty lounge at 3:30.

List of talks, 2001-02

List of talks, 2000-01

List of talks, 1998-99

List of talks, 1997-98