通过过滤器的权重分布重新审视准确性和鲁棒性之间的权衡。

Xingxing Wei;Shiji Zhao;Bo Li
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摘要

逆向攻击已被证明是对深度神经网络(DNN)的潜在威胁,并提出了许多方法来抵御逆向攻击。然而,在增强鲁棒性的同时,干净示例的准确率会出现一定程度的下降,这意味着准确率和对抗鲁棒性之间存在权衡问题。本文针对这一权衡问题,从理论上探讨了标准训练模型和鲁棒训练模型的滤波器权重分布存在差异的根本原因,进而论证了这是静态神经网络的固有属性,因此很难从根本上同时提高准确率和对抗鲁棒性。在此分析基础上,我们提出了一种名为 "对抗性权值变化网络"(AW-Net)的样本动态网络架构,该架构采用 "分而治之 "的权值策略,重点处理干净样本和对抗性样本。AW-Net 根据对抗路由器产生的调节信号自适应地调整网络权重,而对抗路由器则直接受到输入样本的影响。得益于动态网络架构,可以用不同的网络权重处理干净样本和对抗样本,从而提高准确性和对抗鲁棒性。一系列实验证明,我们的 AW-Net 架构友好,既能处理干净样本,也能处理对抗样本,与最先进的鲁棒模型相比,能取得更好的权衡性能。
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Revisiting the Trade-Off Between Accuracy and Robustness via Weight Distribution of Filters
Adversarial attacks have been proven to be potential threats to Deep Neural Networks (DNNs), and many methods are proposed to defend against adversarial attacks. However, while enhancing the robustness, the accuracy for clean examples will decline to a certain extent, implying a trade-off existed between the accuracy and adversarial robustness. In this paper, to meet the trade-off problem, we theoretically explore the underlying reason for the difference of the filters’ weight distribution between standard-trained and robust-trained models and then argue that this is an intrinsic property for static neural networks, thus they are difficult to fundamentally improve the accuracy and adversarial robustness at the same time. Based on this analysis, we propose a sample-wise dynamic network architecture named Adversarial Weight-Varied Network (AW-Net), which focuses on dealing with clean and adversarial examples with a “divide and rule” weight strategy. The AW-Net adaptively adjusts the network's weights based on regulation signals generated by an adversarial router, which is directly influenced by the input sample. Benefiting from the dynamic network architecture, clean and adversarial examples can be processed with different network weights, which provides the potential to enhance both accuracy and adversarial robustness. A series of experiments demonstrate that our AW-Net is architecture-friendly to handle both clean and adversarial examples and can achieve better trade-off performance than state-of-the-art robust models.
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