NUmber Theory Seminar

Current

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

The seminar is currently on break between the two semesters. We will resume when Semester 2 starts in late July.

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.

2024: Miscellaneous talks on modular and automorphic forms
2023: More automorphic representations, following Getz-Hahn
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