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Entropy-SGD optimizes the prior of a PAC-Bayes bound: Generalization properties of Entropy-SGD and data-dependent priors

ICML 2018 · Learning theory and algorithms › Kernels and regression theory · approach: PAC-Bayes bounds · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add outer-loop SGLD noise to Entropy-SGD to obtain a differentially private data-dependent priorEntropy-SGD · Two-class MNIST random labels, CONVoverfittingHelped
Use τ = √m for the Entropy-SGLD priorEntropy-SGLD · Two-class MNIST true labels, CONVtest error: approximately 2%Mixed
Use τ = √m for the Entropy-SGLD priorEntropy-SGLD · Two-class MNIST random labels, CONVoverfittingHelped
Set β to 0.004 and use γ=3 while keeping βτ=2000 (ablation)Entropy-SGLD · CIFAR10 true labelstest error: ≈ 0.19Helped
Use γ=0.003 with β=1 at fixed privacy (ablation)Entropy-SGLD · CIFAR10 true labelstest errorHurt
Increase τ above 10^5 (ablation)Entropy-SGLD · CIFAR10 random labelsgeneralization gapHurt
Use γ=3 rather than γ=0.03 (ablation)Entropy-SGLD · CIFAR10 random labelsoverfitting: τ > 2*10^{2} compared to τ > 5*10^{4}Hurt
Increase thermal noise (ablation)SGLD · MNIST true and random labelsgeneralization errorHelped
Increase thermal noise (ablation)Entropy-SGD · MNIST true and random labelsgeneralization errorHelped
Use thermal noise 0.01 instead of the very low-noise settings (ablation)Entropy-SGD · MNIST random labelsoverfitting: 0.01Helped
Use τ below 0.01, producing large prior variance and excessive smoothing (ablation)Entropy-SGLD · CIFAR10test error: τ<0.01Hurt

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