Research Overview

I am interested in the computational perspective of learning optimal decisions from data. Specifically I tend to focus on the design and analysis of first-order methods and their applications in data science. Some of my recent interests include:

  • Dynamic optimization: Design computation- and sample-efficient algorithms for Markov decision process (MDP) and stochastic optimal control (SOC).
  • Distributionally robust/risk-averse dynamic optimization: Develop reasonable formulations and scalable algorithms for MDP and SOC with distributional ambiguity.
  • Minimax optimization: Design gradient-based methods for minimax problems and dynamic games.
  • Optimization for machine learning: Understand and improve gradient-based methods in ML practice.

You may also find projects I have done (some still ongoing) in collaboration with industry here. They cover applications from treatment planning, urban transportation control, and recommendation systems.

Journal

Conference

Preprints/Working Papers

Research Awards

Part of my research has been kindly acknowledged by