Research
I’m primarily interested in problems between geometric combinatorics, commutative algebra, and algebraic geometry.
currently working on truncated Plücker maps, GL-algebras in positive characteristic, and Richard Stanley’s h-vector conjecture.
to accompany this work, I also work on equivariant learned searches in algebraic spaces.
Papers
- Forests and Plücker truncations in even characteristicPreprint available upon request
Background
- 2026
University of California, San Diego
Summer research with Steven Sam and Karthik Ganapathy.
- 2023–2025
Reed College
Student research with David Perkinson as a Reed Young Scholar.
Coursework
Reed College · during high school
- abstract algebra (332)
- algebraic combinatorics (372)
- manifolds (341)
- vector calculus (202)
Columbia University
completed
- honors math A (1207)
- modern algebra I (4041)
- modern algebra II (4042)
- modern analysis I (4061)
fall 2026 · in progress
- commutative algebra (6261)
- complex analysis (4065)
- topology (4051)