We refine the geometric Satake equivalence due to Ginzburg, Beilinson–Drinfeld, and Mirković–Vilonen to an equivalence between mixed Tate motives on the double quotient L+G LG/ L+G and representations of Deligne’s modification of the Langlands dual group G^.

The motivic Satake equivalence

Scholbach J.
2021

Abstract

We refine the geometric Satake equivalence due to Ginzburg, Beilinson–Drinfeld, and Mirković–Vilonen to an equivalence between mixed Tate motives on the double quotient L+G LG/ L+G and representations of Deligne’s modification of the Langlands dual group G^.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/3440745
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