I am currently a mathematics PhD student working under Amie Wilkinson at the University of Chicago (Chicago, IL). Previously, I obtained my BS/MS degree in mathematics at Carnegie Mellon University (Pittsburgh, PA). Broadly, I am interested in most things related to dynamical systems or analysis. Currently, I am working in smooth ergodic theory, particularly the dimension theory of random diffeomorphisms. In the past, I have also thought about harmonic analysis, descriptive set theory, and function spaces in PDE.
This site collects my math, meaning papers, preprints, and expository work, along with some other interests & projects.
Recently
- City Streets, an atlas that treats each city’s streets as a probability measure on \(\mathbb{RP}^2\) and compares 84 cities by orientation, hilliness, and walkability.