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Lp-norm distortion-efficient adversarial attack
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AI
DOI：10.1016/j.image.2024.117241.png)
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摘要
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Adversarial examples have shown a powerful ability to make a well-trained model misclassified. Current mainstream adversarial attack methods only consider one of the distortions among L0-norm, L2-norm, and L infinity-norm. L0-norm based methods cause large modification on a single pixel, resulting in naked-eye visible detection, while L2-norm and L infinity-norm based methods suffer from weak robustness against adversarial defense since they always diffuse tiny perturbations to all pixels. Amore realistic adversarial perturbation should be sparse and imperceptible. In this paper, we propose a novel Lp-norm distortion-efficient adversarial attack, which not only owns the least L2-norm loss but also significantly reduces the L0-norm distortion. To this aim, we design anew optimization scheme, which first optimizes an initial adversarial perturbation under L2-norm constraint, and then constructs a dimension unimportance matrix for the initial perturbation. Such a dimension unimportance matrix can indicate the adversarial unimportance of each dimension of the initial perturbation. Furthermore, we introduce a new concept of adversarial threshold for the dimension unimportance matrix. The dimensions of the initial perturbation whose unimportance is higher than the threshold will be all set to zero, greatly decreasing the L0-norm distortion. Experimental results on three benchmark datasets show that under the same query budget, the adversarial examples generated by our method have lower L0-norm and L2-norm distortion than the state-of-the-art. Especially for the MNIST dataset, our attack reduces 8.1% L2-norm distortion meanwhile remaining 47% pixels unattacked. This demonstrates the superiority of the proposed method over its competitors in terms of adversarial robustness and visual imperceptibility. The code is available at https://github.com/GZHU-DVL/ZhouChao.
Keyword:
Adversarial example
Dimension unimportance matrix
Adversarial threshold
期刊
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IF:
2.7
论文数:
2.8K
被引数:
4.2K