NUmber Theory Seminar

Current

Chenyan Wu and I are running a working seminar on things number-theoretic.

In Semester 2, 2022, we will be working through parts of the upcoming book An introduction to automorphic representations by Getz and Hahn. For more information, please see the current seminar webpage.

Archives

The seminar is typically an amalgamation of working together through various topics, mini-courses, and miscellaneous talks by visitors and locals. You can click on each year below to see the list of talks.

2022: Basic notions in modular and automorphic forms; Automorphic representations, following Getz-Hahn
2021: Global Jacquet-Langlands theory, following Godement's notes; The 1-3 of modular forms
2020: Local Jacquet-Langlands theory, following Godement's notes
2019: Parts of the book by Chenevier--Lannes on automorphic forms; Tate's thesis following Poonen; Eisenstein series
2018: Finding modular abelian surfaces; parts of Behrend's introduction to stacks
2017: Modularity of Galois representations; arithmetic of elliptic curves
2016: Jared Weinstein's survey of reciprocity laws and Galois representations; some local Langlands and perfectoid spaces
2015: Heisenberg groups and theta functions; Hodge theory; introduction to algebraic number theory
2014: Elliptic functions; introduction to diophantine approximation; Heisenberg groups and theta functions
2013: Serre's Duke paper on modularity; miscellaneous
2012: Hecke algebras; chapter 1 of Bump's book on automorphic forms