My general research interests lie in the intersection of number theory, algebraic geometry, and representation theory. More specifically, I am interested in investigating problems in algebraic geometry arising from number theoretic and representation theoretic considerations, especially when their solutions draw on techniques and inspirations from geometric representation theory and homotopy theory.
Specific topics of interest include factorization algebra/homology, homological stability, categorification, quantum knot invariants, and quantum groups.
My papers and preprints are on my research page, and my CV is available here.
I completed my PhD at the University of Chicago in June 2017 under the guidance of Ngô Bảo Châu and Dennis Gaitsgory. I was an undergraduate at Princeton University.
In my free time, I like to compose and arrange music.