Provably convergent quasistatic dynamics for mean-field two-player
zero-sum games

Provably convergent quasistatic dynamics for mean-field two-player zero-sum games

15 February 2022

Chao Ma

Papers citing "Provably convergent quasistatic dynamics for mean-field two-player zero-sum games"

6 / 6 papers shown

Title
Convergence of Time-Averaged Mean Field Gradient Descent Dynamics for Continuous Multi-Player Zero-Sum Games Yulong Lu Pierre Monmarché MLT 29 0 0 12 May 2025
A Fisher-Rao gradient flow for entropic mean-field min-max games Razvan-Andrei Lascu Mateusz B. Majka Lukasz Szpruch MLT AI4CE 35 1 0 24 May 2024
Symmetric Mean-field Langevin Dynamics for Distributional Minimax Problems Juno Kim Kakei Yamamoto Kazusato Oko Zhuoran Yang Taiji Suzuki 32 9 0 02 Dec 2023
Towards Optimal Randomized Strategies in Adversarial Example Game Jiahao Xie Chao Zhang Weijie Liu Wensong Bai Hui Qian AAML 19 0 0 29 Jun 2023
PAPAL: A Provable PArticle-based Primal-Dual ALgorithm for Mixed Nash Equilibrium Shihong Ding Hanze Dong Cong Fang Zhouchen Lin Tong Zhang 27 1 0 02 Mar 2023
Two-Scale Gradient Descent Ascent Dynamics Finds Mixed Nash Equilibria of Continuous Games: A Mean-Field Perspective Yulong Lu MLT AI4CE 17 22 0 17 Dec 2022