My interests include mathematical physics, supergeometry, and algebraic geometry. More specifically, I have been working with Lie algebroids, super Riemann surfaces, determinant line bundles, infinite dimensional geometries, moduli space of curves, and the Sato Grassmannian.
As an undergraduate, I worked on
theoretical quantum mechanics research, first from the perspective of
quantum information theory investigating entanglement with Eric Chitambar, and second in a
project interpreting Wigner functions as the time components of a
particle current with Taner Edis.