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Robustness Verification of Classification Deep Neural Networks via Linear Programming

CVPR 2019 · Learning theory and algorithms › Combinatorial and search optimization · approach: Semidefinite relaxations for verification · 42 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use RobustVerifier instead of RobustLUMNIST robustness verification · MNIST, 5×5 top-left perturbation block, ε=0.10–0.30recognition rate: 95.94% vs 92.56%; 92.16% vs 84.57%; 87.90% vs 83.88%; 79.43% vs 67.74%; 70.56% vs 65.32%Helped
Use RobustVerifier instead of GNEVERMNIST robustness verification · MNIST, 5×5 top-left perturbation block, ε=0.10–0.30recognition rate: 95.94% vs 90.39%; 92.16% vs 82.00%; 87.90% vs 64.65%; 79.43% vs 65.78%; 70.56% vs 45.74%Helped
Increase perturbation radiusRobustVerifier · MNIST, 5×5 top-left perturbation blockrecognition rate: 95.94% -> 70.56%Hurt
Use RobustVerifier instead of RobustLUMNIST robustness verification · MNIST, ε=0.20, 5–10 layersrecognition rate: 87.90% vs 83.88%; 72.33% vs 51.84%; 61.33% vs 43.11%; 50.58% vs 29.02%; 45.90% vs 33.28%; 34.65% vs 14.19%Helped
Use RobustVerifier instead of GNEVERMNIST robustness verification · MNIST, ε=0.20, 5–10 layersrecognition rate: 87.90% vs 64.65%; 72.33% vs 50.24%; 61.33% vs 29.07%; 50.58% vs 27.79%; 45.90% vs 31.63%; 34.65% vs 12.40%Helped
Increase the number of network layersRobustVerifier · MNIST, ε=0.20recognition rate: 87.90% -> 34.65%Hurt
Use RobustVerifier rather than RobustLU or GNEVERGTSRB CDNN · GTSRB, 3×3 central block, ε=0.05 on one RGB channelsuccessful robustness verificationHelped
Enlarge the perturbation radius or block sizeRobustVerifier · GTSRB CDNNsuccessful robustness verificationHurt
Increase perturbation radius from ε=0.05 to ε=0.1GTSRB CDNN · GTSRB, 3×3 central block, one RGB channelrobustnessHurt
Use RobustVerifier rather than GNEVERCaltech-101 CDNN · Caltech-101, 40×40 central block, ε=0.5successful verification rate: more than 82%; 23% and 81%Helped

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