Number Theory Seminar
Wednesday, January 23, 2019, 3:15pm, 119 Physics
Mahesh Kakde (Kings College London, Mathematics)
Congruences between derivatives of geometric L-series
Abstract:
I will present a formulation of equivariant Tamagawa number conjecture for flat smooth sheaves on separated schemes of finite type over a finite field. After sketching a proof of this I will give application to Chinburg’s conjectures in Galois module theory and tower of fields conjecture. If time permits I will also give an application towards equivariant BSD for abelian varieties defined over global function fields. This is a joint work with David Burns. [video]

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