Research

Research Interests

I am primarily interested in representation theory and categorification. More specifically, I study categorifications of Lie algebras, quantum groups and their representations.

Papers

• Derived superequivalences for spin symmetric groups and odd sl2-categorifications (with Mark Ebert and Aaron Lauda), preprint, 2022. (arXiv link)
• Categorified Quantum Groups and Braid Group Actions, PhD dissertation, 2021, link.
• Faithfulness of simple 2-representations of sl2, preprint, 2020. (arXiv link)
  • Video of talk at the Categorification Learning Seminar.
• Categorification of the adjoint action of quantum groups, preprint, 2020. (arXiv link)