不依赖数据生成通用对抗扰动,利用模型线性层固有弱点实现高效攻击。
Data-Free Universal Attack by Exploiting the Intrinsic Vulnerability of Deep Models
- 通过分析线性层奇异向量构造通用扰动
- 无需图像数据即实现高攻击成功率
- 仅需访问部分模型层仍有效,适合资源受限场景
深度神经网络(DNN)易受通用对抗扰动(UAP)影响,这类扰动对多种样本具有泛化能力。传统生成UAP需大量样本,但在实际中难以满足。本文提出一种无数据方法IntriUAP,基于线性与非线性层构成的模型(各层Lipschitz常数为1)的内在脆弱性,发现其脆弱性主要由线性部分决定。据此,将扰动对齐于每个线性层最大奇异值对应的右奇异向量。实验表明,该方法在无需任何图像样本情况下,对主流图像分类模型实现优异攻击性能。黑盒攻击评估显示,其在符合理论框架的模型上达到当前最优无数据方法水平。此外,即使仅能访问目标模型50%的线性层,攻击成功率仅下降4%,验证了其强鲁棒性。
原文摘要 · Abstract (English)
Deep neural networks (DNNs) are susceptible to Universal Adversarial Perturbations (UAPs), which are instance agnostic perturbations that can deceive a target model across a wide range of samples. Unlike instance-specific adversarial examples, UAPs present a greater challenge as they must generalize across different samples and models. Generating UAPs typically requires access to numerous examples, which is a strong assumption in real-world tasks. In this paper, we propose a novel data-free method called Intrinsic UAP (IntriUAP), by exploiting the intrinsic vulnerabilities of deep models. We analyze a series of popular deep models composed of linear and nonlinear layers with a Lipschitz constant of 1, revealing that the vulnerability of these models is predominantly influenced by their linear components. Based on this observation, we leverage the ill-conditioned nature of the linear components by aligning the UAP with the right singular vectors corresponding to the maximum singular value of each linear layer. Remarkably, our method achieves highly competitive performance in attacking popular image classification deep models without using any image samples. We also evaluate the black-box attack performance of our method, showing that it matches the state-of-the-art baseline for data-free methods on models that conform to our theoretical framework. Beyond the data-free assumption, IntriUAP also operates under a weaker assumption, where the adversary only can access a few of the victim model's layers. Experiments demonstrate that the attack success rate decreases by only 4% when the adversary has access to just 50% of the linear layers in the victim model.
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