Boyer-Moore算法在密码学中的应用研究

Niu Yan, Jia Yafei, Ye Sheng-lan
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引用次数: 2

摘要

密钥流发生器所产生序列的随向性和不可预测性决定了密钥流密码的强度,密钥流发生器的设计成为核心问题,一般采用线性反馈移位寄存器作为密钥流发生器的驱动部分。产生序列的最短线性移位寄存器的级数是流密码系统强度的一个重要指标,称为序列的线性复杂度。在此基础上,本文将Boyer-Moore算法应用于密码学问题,证明了使用Boyer-Moore算法获得最短线性移位寄存器和序列线性复杂度的可行性,并证明了Boyer-Moore算法获得的最短线性移位寄存器的唯一性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application Research of Boyer-Moore Algorithm in Cryptography
The arbitrariness and unpredictability of the sequence generated by the key stream generator determine the strength of the stream cipher, the design of the key stream generator becomes the core problem, the linear feedback shift register is generally used as the driving part of the key stream generator. The number of stages of the shortest linear shift register that produces the sequence is an important indicator of the strength of the stream cipher system, called the linear complexity of the sequence. Based on this, this paper applies the Boyer-Moore algorithm to the cryptography problem, and proves the feasibility of using the Boyer-Moore algorithm to obtain the shortest linear shift register and the linear complexity of the sequence, and proves the uniqueness of the shortest linear shift register obtained by the Boyer-Moore algorithm.
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