I work in arithmetic algebraic geometry. In particular, my research focuses on the study of integral models for local and global Shimura varieties. I also like $p$-adic geometry and Zink's theory of displays.

Publications and preprints:

I also like to work on research projects with undergraduates. I have a few projects in mind which would be accessible to a student who has taken linear algebra and abstract algebra. Feel free to reach out if you are a Skidmore student who is interested in working with me.

Some past projects with undergraduates: