Research Experience

Doctoral Researcher

Department of Mathematical Sciences, Rensselaer Polytechnic Institute

May 2020 – July 2026

  • Designed and analyzed the Damped Proximal Augmented Lagrangian Method (DPALM), a state-of-the-art optimization algorithm for constrained nonconvex problems.
  • Evaluated the theoretical complexity and computational performance of DPALM in applications involving bias reduction in machine learning and robustness enhancement.
  • Developed methods for solving dynamic optimal transport problems with applications in generative artificial intelligence and scientific computing.
  • Designed distributed optimization frameworks to improve computational efficiency in terms of both execution time and memory requirements.
  • Implemented optimization algorithms in Python using MPI and NumPy for parallel and distributed computation.

Research Interests

Constrained Optimization First-Order Methods Nonconvex Optimization Dynamic Optimal Transport Distributed Optimization Convergence Analysis Machine Learning Causal Inference