Senior at Caltech majoring in Computer Science, with minors in Mathematics and Information + Data Science.
Research interests focus on using computational mathematics to create more structured and physically grounded systems by integrating physical principles, especially for solving complex engineering problems.
Aims to develop interpretable and physically informed models and algorithms for high-dimensional, stochastic, and non-convex systems, particularly where standard numerical methods fail.
Key research questions: (1) How to build “good” models—uncertainty-aware, distributionally robust, with provable guarantees—from data in data-scarce environments; (2) How to quantify uncertainty in chaotic systems and tasks involving complex geometric representations.
Recently exploring the intersection of statistical physics and machine learning by analyzing the learning process as a dynamical system.
Currently working on cautious learning of agentic systems in out-of-distribution settings.