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Practical Validation of Several Fault Attacks against the Miller Algorithm

机译:针对Miller算法的几种故障攻击的实践验证

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Pairing based cryptography (PBC) is touted as an efficient approach to address usability and privacy issues in the cyberspace. Like most cryptographic algorithms, PBC must be robust not only against theoretical cryptanalysis but also against practical physical attacks such as fault injections. The computation of the Tate pairing can be divided into two parts, the Miller Algorithm and the Final Exponentiation. In this paper, we describe practical implementations of fault attacks against the Miller Algorithm validating common fault models used against pairings. In the light of the implemented fault attacks, we show that some blinding techniques proposed to protect the algorithm against Side-Channels Analyses cannot be used as countermeasures against the implemented fault attacks.
机译:基于配对的密码学(PBC)被认为是解决网络空间中可用性和隐私问题的有效方法。像大多数密码算法一样,PBC必须不仅对理论密码分析具有鲁棒性,而且还对诸如故障注入之类的实际物理攻击具有鲁棒性。泰特配对的计算可分为两部分:米勒算法和最终指数。在本文中,我们描述了针对Miller算法的故障攻击的实际实现,该算法验证了针对配对的常见故障模型。根据已实施的故障攻击,我们表明,为保护算法免受侧信道分析而提出的一些盲法技术不能用作针对已实施的故障攻击的对策。

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