Recent studies unveil the vulnerabilities of deep ranking models, where an imperceptible perturbation can trigger dramatic changes in the ranking result. While previous attempts focus on manipulating absolute ranks of certain candidates, the possibility of adjusting their relative order remains under-explored. In this paper, we formulate a new adversarial attack against deep ranking systems, i.e., the Order Attack, which covertly alters the relative order among a selected set of candidates according to an attacker-specified permutation, with limited interference to other unrelated candidates. Specifically, it is formulated as a triplet-style loss imposing an inequality chain reflecting the specified permutation. However, direct optimization of such white-box objective is infeasible in a real-world attack scenario due to various black-box limitations. To cope with them, we propose a Short-range Ranking Correlation metric as a surrogate objective for black-box Order Attack to approximate the white-box method. The Order Attack is evaluated on the Fashion-MNIST and Stanford-Online-Products datasets under both white-box and black-box threat models. The black-box attack is also successfully implemented on a major e-commerce platform. Comprehensive experimental evaluations demonstrate the effectiveness of the proposed methods, revealing a new type of ranking model vulnerability.
翻译:最近的研究揭示了深层次排名模型的弱点,在这种模型中,无法察觉的扰动可能会触发排名结果的急剧变化。虽然先前的尝试侧重于操纵某些候选人的绝对等级,但调整其相对顺序的可能性仍然未得到充分探讨。在本文件中,我们针对深层次排名系统制定了新的对抗性攻击,即 " 秩序攻击 ",它根据攻击者指定的变换,秘密地改变了一组选定候选人的相对顺序,对其他不相干的候选人的干扰有限。具体地说,它被表述为三重式损失,强加了一个反映特定变异的不平等链。然而,由于各种黑盒限制,直接优化这种白盒目标在现实世界攻击情景中是行不通的。为了对付这些系统,我们提议采用一个短级的相互对应性指标,作为黑盒攻击的替代目标,以接近白箱方法。 " 秩序攻击 " 是在白箱-MNIST和斯坦福-Online-Protail " 中进行评价,在白箱和黑盒威胁模型下,在电子盒威胁模式下,直接优化这种目标是不可能在现实世界攻击中成功地进行了一个主要的风险评估。