WorkshopsThe Lubin-Tate space and affine Hecke algebra
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The Lubin-Tate space for Iwahori level has semistable reduction, and has an action of affine Hecke algebra for GL(n) via local Hecke correspondences. We describe this action geometrically, and analyze the induced action on the l-adic etale cohomology.
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Teruyoshi Yoshida
2010-07-15
15:40:00 - 17:00:00
101 , Mathematics Research Center Building (ori. New Math. Bldg.)
The Lubin-Tate space for Iwahori level has semistable reduction, and has an action of affine Hecke algebra for GL(n) via local Hecke correspondences. We describe this action geometrically, and analyze the induced action on the l-adic etale cohomology.