About

I am a mathematician, working in enumerative algebraic geometry and homotopy theory. This fall, I am an Uhlenbeck Postdoc at the SLMath program on motivic homotopy theory. Starting in Spring 2027, I will be an Assistant Professor at Vanderbilt University.

My CV is here.

Mathematical interests

I work primarily in enumerative geometry, which is the science of counting geometric objects satisfying some geometric conditions. My background is in homotopy theory and algebraic geometry. Broadly speaking I like anything in geometry that I can enumerate, solve, and visualize. More about my research here

Lines on Clebsch
Lines on the Clebsch cubic surface with their $S_4$ symmetries
Description of second image
Symmetries of the 28 bitangents to an Edge quartic
Description of third image
An $\text{SL}_3$-web emerging from the geometry of maximally inflected quintics, c/o Frank Sottile