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Robust Binary Models by Pruning Randomly-initialized Networks

NeurIPS 2022 · Adversarial robustness and security › Certified and empirical robustness · approach: Robustness-accuracy trade-off analysis

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use adaptive pruning (p=0.1, r=0.99) instead of fixed pruning rate (p=1.0, r=0.8) (ablation)Randomly initialized binary RN34-LBN · CIFAR10 testrobust accuracy: 43.23 -> 44.88Helped
Add the last batch normalization layer (ablation)Randomly initialized binary RN34, score initialization a=0.001 · CIFAR10 testrobust accuracy: 33.08 -> 45.06Helped
Add the last batch normalization layer (ablation)Randomly initialized binary models · CIFAR10 testrobust accuracy: 40.94 -> 44.65Helped
Replace Signed Kaiming Constant initialization with binary initialization (ablation)RN34 with LBN and p=0.1 · CIFAR10 testrobust accuracy: 45.01 -> 45.06No clear effect
Use binary initialization without the last normalization layer (ablation)RN34 with adaptive pruning · CIFAR10 testrobust accuracy: 40.94 -> 30.02Mixed
Use FGSM with ATTA instead of multi-step PGD during training (ablation)Ours, RN34-LBN · CIFAR10 testrobust accuracy: 45.06 -> 40.77Hurt
Use FGSM with ATTA instead of multi-step PGD during training (ablation)Ours, RN34-LBN · CIFAR100 testrobust accuracy: 34.83 -> 34.45No clear effect
Use adaptive pruning with p=0.1 instead of fixed pruning rate with p=1.0 (ablation)Randomly initialized binary RN34 · CIFAR10 testrobust accuracy: 42.85 -> 4.35 (r=0.5); 20.56 -> 33.09 (r=0.998)Mixed

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