Mar
31

Summer school on the Hitchin fibration

Joel Kamnitzer For grad students 2010-03-31

I found out about this summer school from Steve Kudla’s door. The Hitchin fibration is an important topic of current research, related to the geometric Langlands program.

http://hitchin-fibration.sfb45.de/

Address: http://blog.math.toronto.edu/GeometricRepresentationTheory/2010/03/31/summer-school-on-the-hitchin-fibration/
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2 comments as of now

  1. admin @ 2010-08-31 02:04

    Math test:
    $$
    \mathcal{H}:T^*\on{Bun}_G(C)\to \mathbb B_G(C)
    \qquad
    \mathcal{H}(\mathcal{P}, \Phi) = \overline \Phi
    $$

  2. admin @ 2010-08-31 02:06

    Math test:
    $$
    \mathcal{H}:T^*\rightarrow {\mathcal{C}}
    $$

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