Tuesday, March 15, 2022
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All day |
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4pm |
03/15/2022 - 4:30pm I will describe the construction of a (n+2)-variable p-adic L-function for p-adic families of automorphic representations of GL(2n) which admit a Shalika model, which is the maximal amount of p-adic variation that one expects in this setting. For n=2, this is one of the ingredients used in the work of Loeffler--Zerbes on the Bloch--Kato conjecture for automorphic representations of GSp(4). This is joint work with D. Barrera, M. Dimitrov, A. Jorza and C. Williams. Location: |
7pm |
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