Some day I will write a pithy description of my actual research (maybe once it actually gets more under way!). For now, the TLDR version is: I'm interested in homotopy theory, (higher) category theory, ∞-categories, stable homotopy theory, and higher algebra.

A list of things I am trying to learn right now (let me know if you are interested in learning about any of these with me!):

• (Higher) Operads
• Graph Theory (specifically with an eye towards homotopy theory, sometimes called A1-homotopy theory)
• K-Theory
• Higher Algebra

Stuff that I want to learn eventually but don't have time or energy:

• Chromatic Homotopy Theory
• Rational Homotopy Theory
• Motivic Homotopy Theory
• Homotopy Type Theory, proof assistants (LEAN, etc.), formalization

I graduated in summer 2022 with a master's degree in Mathematics from UC Santa Cruz. My master's thesis was called Stable ∞-Categories and Their Homotopy Categories; my advisor was Beren Sanders.