
Second-year undergraduate student with broad interests in physics, mathematics, and theoretical economics. Enjoys both analytical and phenomenological work.
Working along graduate mentor on independent project in topology and Lie theory, culminating with presentation on the Poincare-Hopf Theorem
Explored Hamiltonian mechanics beyond the standard undergraduate curriculum; wrote a research-style (LaTeX) paper deriving Hamilton's equations and Liouville's Theorem; applied results to classical physical systems; generated phase plots using Mathematica
Selected to attend 10+ faculty research talks across physics, mathematics, and related sciences