一种构造高线性复杂度前馈时钟控制序列的方法

Yangpan Zhang
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引用次数: 0

摘要

在实际应用中,人们倾向于使用前馈时钟控制结构来构造流密码。然而,用这种方法构造的流密码的线性复杂度下界很难估计。提出了一种可证明线性复杂度高的时钟控制序列构造方法。对于周期为m的控制序列,证明复杂度为O(m2),与控制序列周期大小无关。1
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An approach to construct feedforward clock-controlled sequence with high linear complexity
In practical applications, people tend to use feedforward clock control structures to construct stream ciphers. However, it is difficult to estimate the linear complexity lower bound for stream ciphers constructed in this way. This paper proposes a clock-controlled sequence construction method with provably high linear complexity. For a control sequence with period m, the complexity of proof is O(m2), independent of the controlled sequence period size. 1
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