cuHALLaR: submitted to Mathematical
Programming Computation
Bicriterion traffic assignment: submitted to
Operations Research
Accelerated smoothing gradient method:
submitted to Mathematics of Operations Research
Hybrid approaches for large-scale linear programs:
current working paper with Renato D.C. Monteiro and Anton J.
Kleywegt
Research Themes
What I work on
Theory and complexity
Sharp guarantees for continuous optimization
I study the design and complexity of algorithms for linear
programming, convex quadratic programming, semidefinite
programming, complementarity problems, variational inequalities,
and nonlinear convex programming.
Computation and scale
Methods that survive contact with large instances
A parallel thread of my work focuses on numerical methods and
software for large-scale optimization, including low-rank
structure, first-order techniques, and GPU-accelerated solvers.
Presenting joint work called "Minimax D-Optimal Designs in
Generalized Linear Models: Nonasymptotic Theory and Efficient
Algorithms" with Dmitrii M. Ostrovskii in the ISyE PhD student
Seminar on April 17th.
March 2026
Presenting joint work with Renato D.C. Monteiro in the ISyE PhD
seminar on scalable semidefinite programming and inexact proximal
point methods.
February 2026
Giving a talk in the Georgia Tech School of Mathematics
Stochastics seminar series on April 9th on joint work with
Dmitrii M. Ostrovskii.
February 2026
Awarded the Jessie and Ralph W. Pries Fellowship from the
Georgia Tech College of Engineering.
September 2025
Looking forward to the SIAM Conference on Optimization 2026 and
conversations on semidefinite and nonlinear programming.
September 2025
Hosting a session in the Linear and Conic Optimization track at
the INFORMS Optimization Society 2026 meeting.