EC标量乘法:针对原子模式的成功的简单地址位SCA攻击

I. Kabin, Z. Dyka, D. Klann, P. Langendoerfer
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引用次数: 0

摘要

在这项工作中,我们讨论了我们的椭圆曲线加密硬件加速器对简单侧信道分析(SCA)攻击的抵抗力。我们实现了与原子性原则相对应的椭圆曲线点乘法,原子性原则是针对简单SCA攻击的一种众所周知的对策。我们通过分析$kP$执行的单个模拟功率轨迹来评估我们设计的阻力。在32700个提取的关键候选项中,有552个与执行kP时使用的标量k相同,也就是说,我们能够完全揭示标量k。我们的攻击成功的原因是在实现的$kP$算法中块/寄存器的键依赖寻址。这意味着必须修改原子模式作为对抗简单SCA的有效对策的应用,至少对于硬件实现来说是这样。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
EC Scalar Multiplication: Successful Simple Address-Bit SCA Attack against Atomic Patterns
In this work we discuss the resistance of our hardware accelerator for Elliptic Curve Cryptography against simple side-channel analysis (SCA) attacks. We implemented an elliptic curve point multiplication $kP$ corresponding to the atomicity principle that is a well-known countermeasure against simple SCA attacks. We evaluated the resistance of our design by analysing a single simulated power trace of a $kP$ execution. 552 out of 32700 extracted key candidates were identical to the scalar $k$ used in the $kP$ execution, i.e. we were able to reveal the scalar $k$ completely. The reason of the success of our attack is the key-dependent addressing of blocks/registers in the implemented $kP$ algorithm. This means that applying of atomic patterns as effective countermeasures against simple SCA has to be revised, at least for hardware implementations.
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