针对目标检测的大规模多目标黑盒攻击方法

Siyuan Liang, Longkang Li, Yanbo Fan, Xiaojun Jia, Jingzhi Li, Baoyuan Wu, Xiaochun Cao
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引用次数: 8

摘要

最近的研究表明,基于深度模型的检测器容易受到对抗性示例的攻击,即使在攻击者无法访问模型信息的黑箱场景中也是如此。现有的攻击方法大多以最小化真正率为目标,这往往导致攻击性能不佳,因为在被攻击的包围盒周围可能会发现另一个次优包围盒作为新的真正包围盒。为了解决这一挑战,我们提出了最小化真阳性率和最大化假阳性率,这可以鼓励更多的假阳性对象阻止新的真阳性边界框的生成。将其建模为一个多目标优化(MOP)问题,其中通用算法可以搜索到pareto最优。然而,我们的任务有超过200万个决策变量,导致搜索效率很低。因此,我们将标准遗传算法扩展为随机子集选择和分而治之,称为GARSDC,显著提高了效率。此外,为了减轻一般算法对种群质量的敏感性,我们利用具有相似主干的不同检测器之间的可转移性,生成梯度先验初始种群。与现有的攻击方法相比,在mAP下GARSDC平均降低12.0,在大量实验中查询次数降低约1000次。我们的代码可以在https://github.com/LiangSiyuan21/ GARSDC上找到。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Large-scale Multiple-objective Method for Black-box Attack against Object Detection
Recent studies have shown that detectors based on deep models are vulnerable to adversarial examples, even in the black-box scenario where the attacker cannot access the model information. Most existing attack methods aim to minimize the true positive rate, which often shows poor attack performance, as another sub-optimal bounding box may be detected around the attacked bounding box to be the new true positive one. To settle this challenge, we propose to minimize the true positive rate and maximize the false positive rate, which can encourage more false positive objects to block the generation of new true positive bounding boxes. It is modeled as a multi-objective optimization (MOP) problem, of which the generic algorithm can search the Pareto-optimal. However, our task has more than two million decision variables, leading to low searching efficiency. Thus, we extend the standard Genetic Algorithm with Random Subset selection and Divide-and-Conquer, called GARSDC, which significantly improves the efficiency. Moreover, to alleviate the sensitivity to population quality in generic algorithms, we generate a gradient-prior initial population, utilizing the transferability between different detectors with similar backbones. Compared with the state-of-art attack methods, GARSDC decreases by an average 12.0 in the mAP and queries by about 1000 times in extensive experiments. Our codes can be found at https://github.com/LiangSiyuan21/ GARSDC.
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