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Research map / Adversarial robustness and security / Certified and empirical robustness

PROVEN: Verifying Robustness of Neural Networks with a Probabilistic Approach

ICML 2019 · Adversarial robustness and security › Certified and empirical robustness · approach: Neural network robustness verification · 36 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use probabilistic certification instead of worst-case certificationReLU network, MNIST 2×[20] · MNIST, bounded independent inputscertified ε: 0.02722 -> 0.04394Helped
Add adaptive activation bounds (ablation)PROVEN on ReLU network, MNIST 2×[20] · MNIST, bounded independent inputscertified ε: 0.04394 -> 0.04912Helped
Use probabilistic certification with adaptive activation bounds instead of worst-case certificationReLU network, MNIST 2×[1024] · MNIST, bounded independent inputscertified ε: 0.03158 -> 0.05560Helped
Use probabilistic certification with adaptive activation bounds instead of worst-case certificationReLU network, CIFAR 5×[2048] · CIFAR, bounded independent inputscertified ε: 0.00228 -> 0.00264Helped
Use probabilistic certification instead of worst-case certificationtanh network, MNIST 2×[1024] · MNIST, bounded independent inputscertified ε: 0.02232 -> 0.02915Helped
Use probabilistic certification instead of worst-case certificationsigmoid network, MNIST 2×[1024] · MNIST, bounded independent inputscertified ε: 0.02785 -> 0.03285Helped
Use probabilistic certification instead of worst-case certificationarctan network, MNIST 2×[1024] · MNIST, bounded independent inputscertified ε: 0.02105 -> 0.02796Helped
Increase the number of sampled images from 10 to 100 when estimating mean certification (ablation)PROVEN and worst-case certification, MNIST 3×[1024] ReLU with adaptive bounds · MNIST, 100 random trialsstandard deviation of improvement: 1.12% -> 0.43%Helped

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