My general interests are in algebraic geometry and arithmetic geometry. I have recently been studying moduli spaces of stable sheaves on K3 and abelian surfaces defined over an arbitrary field. More generally, I am interested in moduli spaces of sheaves, hyperkähler varieties, and generalizing results from complex geometry to positive characteristic.

In June 2019 I received my PhD from the University of Oregon My advisor was Nicolas Addington. I received my Master's degree from Colorado State University where my advisor was Rachel Pries. For my master's project, I studied a-numbers of hyperelliptic curves defined over fields of positive characteristic. In particular, I explored the bound on the genus of the hyperelliptic curve when the a-number is fixed.

Papers and Preprints:

Other Writing: