Workshop on Recent Developments in Hodge Theory and O-minimality
P-adic Families and Arithmetic
Abstract: I will discuss the general strategy of studying arithmetic objects, such as p-adic Galois representations, L-values, and automorphic forms, as members of (p-adic) families and explain how this can make certain questions more accessible. In particular, some results involving variation in Zp-towers (Iwasawa theory) and Hida families for GL2-objects will be presented.
Date & Time
March 09, 2026 | 12:00pm – 1:00pm
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03/09/2026 12:00
03/09/2026 13:00
Workshop on Recent Developments in Hodge Theory and O-minimality
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Topic: P-adic Families and Arithmetic
Speakers: Giada Grossi, Institute for Advanced Study
More: https://www.ias.edu/events/workshop-recent-developments-hodge-theory-and-o-minimality-0
Abstract: I will discuss the general strategy of studying arithmetic
objects, such as p-adic Galois representations, L-values, and
automorphic forms, as members of (p-adic) families and explain how
this can make certain questions more accessible. In particular, some
results involving variation in Zp-towers (Iwasawa theory) and Hida
families for GL2-objects will be presented.
Simonyi Hall 101
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Location
Simonyi Hall 101Speakers
Giada Grossi, Institute for Advanced Study