Experience

Positions, teaching, and education.

Positions

July 2024 – present · Palo Alto, CA

AI Labs Researcher · BlackRock

At AI Labs, I work on problems in finance and operations using convex optimization, statistical modeling, and machine learning.

Recently, I have worked on portfolio optimization and risk modeling. Earlier, I worked on operational-risk forecasting and a system that recommends salary ranges to support regulatory compliance.

I worked full-time from July 2024 through September 2025, then part-time for the remainder of the 2025–26 academic year. The position is full-time for Summer 2026 alongside my teaching role and will return to part-time in September 2026.

June 2022 – March 2024 · Palo Alto, CA

AI Labs Intern · BlackRock

I developed a tax-aware bond portfolio optimization strategy with a custom tax-alpha term and built a backtesting framework in Python, CVXPY, and pandas to evaluate it on both synthetic and real data. In the real-data evaluation, the methodology improved on a baseline ladder-based strategy.

I developed a method for reducing the risk of factor portfolios. In backtests, it improved Sharpe ratios while maintaining returns.

I worked full-time during the summers and part-time during the academic year. Stephen Boyd, Emmanuel Candès, Trevor Hastie, and Mykel Kochenderfer advised me on this work.

June 2021 – August 2021

Student Researcher · SURIM, Stanford University

Through Stanford's SURIM program, I worked in an undergraduate research group on Tokuyama's formula, mentored by Slava Naprienko. Santi Aranguri and I developed a new direct proof of the formula.

Teaching

Summer 2026 · Co-instructor

EE 364A · Convex Optimization

I co-taught Stanford's graduate convex optimization course with Nikhil Devanathan for 52 students. I gave lectures and held office hours.

Winter 2024 · Head TA

EE 364A · Convex Optimization

I served as head TA for the 249-student Winter 2024 offering, taught by Stephen Boyd.

Winter 2023 · Teaching Assistant

EE 364A · Convex Optimization

I was a TA for the 234-student Winter 2023 offering, taught by Stephen Boyd.

Education

  • B.S. in Mathematics, Stanford University (2024)
  • M.S. in Computational and Mathematical Engineering, Stanford University (2024)