Math

I was a postdoc and teaching assistant professor at UNC Chapel Hill. While there, I co-organized the Special Session on Solvable Lattice Models and helped lead the Physically Inspired Math Seminar.

Earlier, I earned my PhD in mathematics at Stanford University, advised by Daniel Bump. My research focused on integrable lattice models, representation theory, and algebraic combinatorics. I defended my dissertation, Combinatorics of Integrable Lattice Models, in May 2023. I'm grateful to my thesis committee: Persi Diaconis, Sourav Chatterjee, Lance Dixon, and Andy Hardt.

While at Stanford, I also organized the Solvable Lattice Models Seminar. Videos from the seminar are available on YouTube.