Papers

If you like math (specifically statistics or homotopy theory), you might be interested in some of the things I’ve written! This stuff is all pretty old, but I’m still happy to talk about it!

• Strong Low Degree Hardness for the Number Partitioning Problem, for my senior thesis.
• An Opinionated Introduction to Stochastic Localization, for my final paper for 18.676: Stochastic Calculus.
• The Geometry of Poincaré Constants, for my final paper for Math 213BR: Riemann Surfaces.
• Stochastic Localization and Stable Sampling Algorithms, for my final paper for Stat 291: Random High-Dimensional Optimization, joint with Peter Luo.
• A Walk Through the Weil Conjectures, for the Fall 2023 Directed Reading Program.
• Itô Diffusions and the Dirichlet Problem, for my final presentation for Math 289Y: Topics in Geometric PDE.
• A Motivic Approach to the Height One Telescope Conjecture, for the Summer 2023 UChicago REU.
• Abelian Varieties and the Serre-Tate Theorem, at Babytop Fall 2023.
• The Motivic Purity Theorem: for my final paper for Math 272Z: Motives at p.
• Fast times at M_fg, for my final paper for Math 99R: Moduli Problems and Stacks.
• Tensors at Twilight, for a masterclass on tensors for Math 55.

If you have a broken link to a talk from my old webpage and want to get it fixed, reach out to me!.