activity
20212025
most citedMemory-Constrained Algorithms for Convex Optimization via Recursive Cutting-Planes

3 citations · 3 across the 5 of their papers we have counts for

collaborators

5 papers

math.OC2025

Efficient Online Mirror Descent Stochastic Approximation for Multi-Stage Stochastic Programming

Junhui Zhang, Patrick Jaillet

We study the unconstrained and the minimax saddle point variants of the convex multi-stage stochastic programming problem, where consecutive decisions are coupled through the objec…

math.OC2025

Multi-Timescale Primal Dual Hybrid Gradient with Application to Distributed Optimization

Junhui Zhang, Patrick Jaillet

We propose two variants of the Primal Dual Hybrid Gradient (PDHG) algorithm for saddle point problems with block decomposable duals, hereafter called Multi-Timescale PDHG (MT-PDHG)…

cs.DS2023

Secretary Problems with Random Number of Candidates: How Prior Distributional Information Helps

Junhui Zhang, Patrick Jaillet

We study variants of the secretary problem, where , the number of candidates, is a random variable, and the decision maker wants to maximize the probability of success -- pickin…

math.OC2023★ 3 cited

Memory-Constrained Algorithms for Convex Optimization via Recursive Cutting-Planes

Moïse Blanchard, Junhui Zhang, Patrick Jaillet

We propose a family of recursive cutting-plane algorithms to solve feasibility problems with constrained memory, which can also be used for first-order convex optimization. Precise…

math.OC2021

Distributionally Constrained Black-Box Stochastic Gradient Estimation and Optimization

Henry Lam, Junhui Zhang

We consider stochastic gradient estimation using only black-box function evaluations, where the function argument lies within a probability simplex. This problem is motivated from…