Research

Publications

• Sean Gonzales. Strata Hasse Invariants on Proper Abelian Type Shimura Varieties and Applications to Galois Representations. In preparation.
• Sean Gonzales and Theresa Migler. “The Densest k Subgraph Problem in b-Outerplanar Graphs”. In: Complex Networks and Their Applications VIII. Ed. by Hocine Cherifi et al. Cham: Springer International Publishing, 2020, pp. 116–127. isbn: 978-3-030-36687-2.

Write-ups

• Galois Representations Attached to Weight 1 Modular Forms

Talks

• Galois Representations Attached to Weight 1 Modular Forms, Student Number Theory Seminar, UC Berkeley. (December 2024)
• A Crash Course on Shimura Varieties, Cohomology of Locally Symmetric Spaces Seminar, UC Berkeley. (October 2024)
• Automorphic Vector Bundles, Cohomology of Locally Symmetric Spaces Seminar, UC Berkeley. (September 2024)
• Defining general Shimura varieties, Shimura Varieties Reading Seminar, UC Berkeley. February 2023)
• The image of inertia argument and applications to the generalized Fermat equation, Student Number Theory Seminar, UC Berkeley. (November 2022)
• Canonical heights on abelian varieties, Number Theory Learning Seminar, UC Berkeley. (January 2022)
• Modular curves and modular forms over the complex numbers, Number Theory Learning Seminar, UC Berkeley. (February 2021)