子空间建模在强PUF招生中的应用

Amir Ali Pour, D. Hély, V. Beroulle, G. D. Natale
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引用次数: 0

摘要

在这项工作中,我们提出了强PUF的子空间建模,作为设计师社区PUF注册的成本效益解决方案。我们的目标是展示一种方法,可以减少培训所需的crp数量,培训时间和内存方面的总成本。我们建议降低建模目标的复杂性,而不是修改估计的模型结构。这意味着在注册期间提供对强PUF内部响应的安全访问,并捕获内部crp以独立地对PUF的每个子组件进行建模。它还需要在注册后永久删除内部访问,以防止内部响应的暴露。这意味着注册后不应直接访问内部响应。与整个PUF建模相比,我们的子空间建模方法需要较少的crp数量。我们通过实验证明,与一些最新的工作相比,子空间建模可以显著降低训练成本。例如,我们可以用5000个crp对128阶段的6-XOR Arbiter PUF进行建模,预测精度略高于90%。在这里,CRP中的反应是一个矢量,包括子组分的反应。我们的研究结果表明,子空间建模是一种潜在的经济有效的解决方案,可以注册高复杂性的强PUF。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Elaborating on Sub-Space Modeling as an Enrollment Solution for Strong PUF
In this work we present sub-space modeling of strong PUF as a cost efficient solution for PUF enrollment for the designers’ community. Our goal is to demonstrate a method which can reduce the overall cost in terms of number of CRPs required for training, training time and memory. Instead of modifying the estimated model structure, we propose to reduce the complexity of the modeling target. This means to provide secured access to the internal responses of strong PUF during the enrollment and capture internal CRPs to model each sub-component of the PUF independently. It also necessitates to permanently remove the internal access after the enrollment to prevent exposure of the internal responses. This means that the internal responses should not be directly accessible after enrollment. Our sub-space modeling method requires lesser number of CRPs compared to modeling the whole PUF. We experimentally prove that sub-space modeling can significantly reduce the cost of training compared to some of the latest works. For instance, we could model 128-stage 6-XOR Arbiter PUF with just above 90% prediction accuracy with 5000 CRPs. Here the response in the CRP is a vector including the responses of the sub-components. Our results show that sub-space modeling is potentially a cost-efficient solution to enroll strong PUF with high complexity.
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