I am a Research Fellow in the Number Theory Group. My research interests are in number theory and related areas of automorphic forms and arithmetic geometry. More specifically, my current work concerns p-adic properties of automorphic forms and special values of L-functions.
I received my Ph.D. in Mathematics from Columbia University in October 2019, under the direction of Eric Urban. Previously I graduated from Stanford University in June 2012 with a B.S. (with honors) in Mathematics.
My curriculum vitae is available here.
Publications and Preprints
- A p-adic L-function for non-critical adjoint L-values (arXiv)
- Parity of the partition function and traces of singular moduli (with A. Zamorzaev) (Preprint | Journal)
International Journal of Number Theory, Vol. 8, No. 2 (2012), P.395-409.
- Term 2, 2020-21: p-adic Modular Forms (TCC graduate course)
Older Materials from Columbia
Older materials (e.g. lecture notes, teaching links) might be migrated at some point. Until then, they can be accessed at my Columbia webpage.