An Improved Way to Construct the Parity-check Equations in Fast Correlation Attacks

Shiwei Chen, Chenhui Jin
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Abstract

How to construct the parity-check equations is an open problem in the topic of fast correlation attack. In this paper, we present an improved method to construct the parity-check equations used in the fast correlation attacks. By utilizing the idea of multi-layer match-and-sort combined with the exhaustive searching, we construct the parity-check equations to be used in the decoding, which is not relevant to the number of the LFSR’s feedback taps. Finally, we analyze the time complexity and memory complexity of our method, which are about and respectively (where is the weight of the parity-checks), and the memory complexity is the square root of the Chose et al.’s
一种构造快速相关攻击奇偶校验方程的改进方法
如何构造奇偶校验方程是快速相关攻击中的一个开放性问题。本文提出了一种构造用于快速相关攻击的奇偶校验方程的改进方法。利用多层匹配排序与穷举搜索相结合的思想,构造了用于译码的奇偶校验方程,该方程与LFSR反馈抽头的个数无关。最后,我们分析了我们的方法的时间复杂度和内存复杂度,它们分别是大约和(其中是奇偶校验的权重),内存复杂度是select等人的平方根
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