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Geometric class field theory and Cartier duality

Posted in
Speaker: 
Justin Campbell
Affiliation: 
California Institute of Technology
Date: 
Wed, 2020-06-24 21:15 - 21:45

I will explain a generalized Albanese property for smooth curves, which implies Deligne's geometric class field theory with arbitrary ramification. The proof essentially reduces to some well-known Cartier duality statements. This is joint work with Andreas Hayash.

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