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:

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
  • Peter Gräf: p-adic families of modular forms, Drinfeld period domains, Drinfeld modular forms
  • Daniel Gulotta: p-adic geometry, Langlands program, Shimura varieties
  • Daniel Hast: arithmetic algebraic geometry and Diophantine geometry, with a focus on p-adic approaches to rational points on varieties
  • Jun Bo Lau: p-adic integration, rational points on modular curves, enumeration geometry, post-quantum cryptography

PhD Students: