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Research map / Optimization / Nonconvex and smooth optimization

A mean-field analysis of two-player zero-sum games

NeurIPS 2020 · Optimization › Nonconvex and smooth optimization · approach: Equilibrium learning in zero-sum games · 18 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Include transport updates of particle positionsWFR-DA and L-DA · Synthetic polynomial games on spheresNikaido-Isoda errorHelped
Use WFR-DA instead of mirror descentSynthetic polynomial games on spheres · High-dimensional synthetic gamesNikaido-Isoda errorHelped
Add dynamic mixture-weight updates to parameter updates (ablation)WFR-DA · CIFAR10FIDHelped
Train a mixture rather than a single generator (ablation)WFR-DA · 2D Gaussian mixture, under-parameterized single-layer MLPlog likelihoodHelped
Train a mixture rather than a single generator (ablation)WFR-DA · 2D Gaussian mixture, over-parameterized 4-layer MLPlog likelihoodNo clear effect
Increase the relative importance of transport compared with weight updates (ablation)WFR-DA · Synthetic gamesNikaido-Isoda errorHelped
Use more particles, from n=50 to n=100 (ablation)WFR-DA and L-DA · Synthetic polynomial games on spheresNikaido-Isoda errorNo clear effect
Use enough generators and discriminators (G > 5, D > 2) (ablation)WFR-DA GAN mixtures · CIFAR10 and MNISTFIDHelped

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