AG : Beth Romano (University of Cambridge) : Arithmetic statistics via graded Lie algebras
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AG : Beth Romano (University of Cambridge) : Arithmetic statistics via graded Lie algebras
16 avril 2019 / 10:00 - 11:00
I will talk about recent work with Jack Thorne in which we find the average size of the 3-Selmer group of the Jacobian for a family of genus-2 curves by analyzing a graded Lie algebra of type E_8. I will focus on the role representation theory plays in our proofs.
AG : Beth Romano (University of Cambridge) : Arithmetic statistics via graded Lie algebras