Explore an advanced mathematics seminar talk where Justin Campbell delves into the relationship between chiral homology and the quantized global Hitchin fibration through the lens of the Feigin-Frenkel isomorphism. Learn how Kac-Moody localization functions as an enhanced form of chiral homology, and discover the construction of cuspidal Hecke eigensheaves through the Fundamental Local Equivalence at critical level, including cases where eigenvalues lack global oper structure.
Overview
Syllabus
BunG Seminar. Talk XXVI. Justin Campbell: Hecke eigensheaves via chiral homology.
Taught by
BunG Seminar
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Cuspidal Hecke Eigensheaves via Localization - Talk 19
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Chiral Algebras and the Feigin-Frenkel Duality at Critical Level
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Overview of Restricted Geometric Langlands Theory
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The Local and Global Hitchin Map - Talk 21
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The Global Hecke Action - Talk 41
