The Department of Mathematics and Statistics has a vibrant group working in number theory and arithmetic geometry, with interests spanning various aspects of the Langlands program, Iwasawa theory, and Diophantine geometry. The group organizes the Number Theory Seminar.
Faculty:
- Jennifer Balakrishnan: p-adic heights, p-adic integration, rational points on curves, and computation
- Alexander Bertoloni Meli
- Juanita Duque-Rosero: rational points on curves, triangular modular curves, and computational arithmetic geometry
- Li-Mei Lim: automorphic forms, multiple Dirichlet series, L-functions
- Robert Pollack: modular forms, Iwasawa theory, p-adic variation, and computational aspects
- David Rohrlich: root numbers, self-dual motives, Artin representations, and arithmetic statistics
- Padmavathi Srinivasan
- Glenn Stevens: p-adic variation of automorphic cohomology, Iwasawa Theory, and p-adic aspects of Hilbert’s twelfth problem
- Jared Weinstein: arithmetic geometry, automorphic forms, representation theory
Postdocs:
- Barinder Banwait: elliptic curves over number fields, isogenies, computational arithmetic geometry
- Jerson Caro: arithmetic geometry, rational points on surfaces, elliptic curves over global fields
PhD Students:
- Jacksyn Bakeberg
- Kate Finnerty
- Liqiang Huang
- Jae Hyung Sim
- Zheng Yang
- Zecheng Yi
- Xinyu Zhou