用反向攻击修复对抗样本,让模型准确识别原类别。
Rectifying Adversarial Examples Using Their Vulnerabilities
- 对对抗样本进行反向攻击,使其越过分类边界
- 在多种攻击下均能稳定恢复正确标签
- 无需训练或调参,适合实际部署场景
基于深度神经网络的分类器在处理对抗样本(AEs)时容易出错。这些样本是人类难以察觉的微小扰动输入,对依赖安全的应用构成重大威胁。现有方法多聚焦于检测对抗样本,但未解决其原始类别识别问题。本文提出一种修复对抗样本的方法,通过重新攻击使样本越过决策边界,从而估计原始输入的真实标签。该方法适用于白盒、黑盒及目标攻击生成的对抗样本,且无需参数调整或预训练。实验表明,该方法在多种攻击下表现稳定,优于传统修复与输入变换方法。
原文摘要 · Abstract (English)
Deep neural network-based classifiers are prone to errors when processing adversarial examples (AEs). AEs are minimally perturbed input data undetectable to humans posing significant risks to security-dependent applications. Hence, extensive research has been undertaken to develop defense mechanisms that mitigate their threats. Most existing methods primarily focus on discriminating AEs based on the input sample features, emphasizing AE detection without addressing the correct sample categorization before an attack. While some tasks may only require mere rejection on detected AEs, others necessitate identifying the correct original input category such as traffic sign recognition in autonomous driving. The objective of this study is to propose a method for rectifying AEs to estimate the correct labels of their original inputs. Our method is based on re-attacking AEs to move them beyond the decision boundary for accurate label prediction, effectively addressing the issue of rectifying minimally perceptible AEs created using white-box attack methods. However, challenge remains with respect to effectively rectifying AEs produced by black-box attacks at a distance from the boundary, or those misclassified into low-confidence categories by targeted attacks. By adopting a straightforward approach of only considering AEs as inputs, the proposed method can address diverse attacks while avoiding the requirement of parameter adjustments or preliminary training. Results demonstrate that the proposed method exhibits consistent performance in rectifying AEs generated via various attack methods, including targeted and black-box attacks. Moreover, it outperforms conventional rectification and input transformation methods in terms of stability against various attacks.
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