物理模糊键的量化和篡改敏感性的实用方面

Vincent Immler, Maxim Hennig, Ludwig Kurzinger, G. Sigl
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引用次数: 15

摘要

这项工作涉及基于物理混淆密钥(POKs)的密钥生成,即某种类型的可被篡改的物理不可克隆函数(PUF),可用于防止侵入性物理攻击。在设计受保护的设备时,必须考虑到诸如探测数据线或穿透物理安全边界等攻击。为了实施POK作为一种对策,需要测量材料的物理性质,该材料涵盖所有要保护的部件。在测量了这些属性(即模拟值)之后,必须对它们进行量化,以便推导出加密密钥。本文将介绍并讨论量化方法对三个参数的影响:密钥质量、篡改灵敏度和可靠性。我们的贡献是分析了考虑这些参数的两种不同的量化方案。首先,我们提出了一种新的方法,在最坏情况下,在不泄露信息的情况下,提高篡改灵敏度。然后分析之前的解决方案,并将其与我们的场景进行比较。基于经验数据,我们证明了我们的方法的优势。与不受益于我们的方案的情况相比,这显着提高了防篡改加密设备的保护水平。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Practical Aspects of Quantization and Tamper-Sensitivity for Physically Obfuscated Keys
This work deals with key generation based on Physically Obfuscated Keys (POKs), i.e., a certain type of tamper-evident Physical Unclonable Function (PUF) that can be used as protection against invasive physical attacks. To design a protected device, one must take attacks such as probing of data lines or penetration of the physical security boundary into consideration. For the implementation of a POK as a countermeasure, physical properties of a material -- which covers all parts to be protected -- are measured. After measuring these properties, i.e. analog values, they have to be quantized in order to derive a cryptographic key. This paper will present and discuss the impact of the quantization method with regard to three parameters: key quality, tamper-sensitivity, and reliability. Our contribution is the analysis of two different quantization schemes considering these parameters. Foremost, we propose a new approach to achieve improved tamper-sensitivity in the worst-case with no information leakage. We then analyze a previous solution and compare it to our scenario. Based on empirical data we demonstrate the advantages of our approach. This significantly improves the level of protection of a tamper-resistant cryptographic device compared to cases not benefiting from our scheme.
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