利用局部扰动增强提升对抗迁移性
Improving Adversarial Transferability with Local Perturbation Augmentation
对做对抗鲁棒性评测的人,LPAA 提供了一种在每次迭代中构造多个局部增强子空间来更新扰动、并用专门初始化避免初始扰动敏感性的黑盒迁移攻击流程,可直接替换现有迭代攻击中的邻域采样步骤,用于在 CNN 与 ViT 上更严格地检验模型鲁棒性。
原文依据 constructing multiple augmented local subspaces during each iteration, which steers perturbation updates towards a more generalizable direction
摘要译文
由模型翻译 · 术语统一 · 请对照原文核对关键结论对抗样本揭示了深度神经网络中的根本性脆弱点,其迁移性则凸显了不同模型之间共有的弱点。现有主流攻击方法通常依赖带有多种策略的迭代过程来提升迁移性,但对目标模型知识的有限掌握限制了这些方法的成功率。本文揭示,迭代优化过程往往会使对抗扰动过度特化于替代模型的局部梯度特征,从而阻碍其向其他模型迁移。为解决这一局限,我们提出一种新的攻击方法,称为局部扰动增强攻击(LPAA)。该方法的关键创新在于在每次迭代中构造多个增强的局部子空间,从而将扰动更新引导至更具泛化性的方向,减少对替代模型的过度依赖。此外,为提升初始性能并克服对初始扰动的敏感性,我们引入一种专门的扰动初始化策略,确保优化过程从一个具有更强迁移性的方向开始。与现有的随机邻域采样策略相比,LPAA 是一种有效的方法,它利用扰动的特性来克服其局限。在 CNN 和 ViT 上的大量实验表明,LPAA 能够持续生成具有高迁移性的对抗样本,显著超越最优方法的性能。
英文原文摘要 1590 字符
Adversarial examples expose fundamental vulnerabilities within deep neural networks, and their transferability highlights shared weaknesses across diverse models. Existing mainstream attack methods often rely on iterative processes with various strategies to improve transferability, but the limited knowledge of the target model restricts the success of these approaches. In this paper, we reveal that the iterative optimization process tends to over-specialize adversarial perturbations to the local gradient characteristics of the surrogate model, thereby hindering their transferability to other models. To address this limitation, we propose a novel attack method called Local Perturbation Augmentation Attack (LPAA). The key innovation of our approach lies in constructing multiple augmented local subspaces during each iteration, which steers perturbation updates towards a more generalizable direction, reducing over-reliance on the surrogate model. Additionally, to improve the initial performance and overcome sensitivity to initial perturbation, we introduce a dedicated perturbation initialization strategy that ensures the optimization process starts from a direction with greater transferability. Compared with existing random neighborhood sampling strategies, LPAA serves as an effective approach that leverages the characteristics of perturbations to overcome their limitations. Extensive experiments on CNNs and ViTs demonstrate that LPAA consistently generates highly transferable adversarial examples, significantly surpassing the performance of state-of-the-art methods.