安徽工程科技学院电气工程系,安徽,芜湖,241000
纸质出版:2007
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吕虹, 段颖妮, 管必聪, 等. 第一类m子序列的构造[J]. 电子学报, 2007,35(10):2029-2032.
LV Hong, DUAN Ying-ni, GUAN Bi-cong, et al. Construction of First Class of m Subsequences[J]. Acta Electronica Sinica, 2007, 35(10): 2029-2032.
伪随机序列在流密码、信道编码、扩频通信等领域有着广泛的应用
m序列是优秀的伪随机序列.基于m序列
本文首次提出通过重构m序列移位寄存器状态图
构造一类称之为m子序列的移位寄存器状态图.根据重构的状态图
提出了第一类m子序列并予以证明.本文推导了第一类m子序列移位寄存器反馈函数式
分析了第一类m子序列具有良好的周期特性、游程特性、平衡特性以及较高的线性复杂度.仿真结果表明
m子序列自相关特性也具有很好的
δ(t)
函数特征.利用文中给出的构造方法
可以构造更多性能优良的m子序列.
Pseudorandom sequence have been widly used in stream cipher
channel coding
and spread spectrum communication.m sequence is a excellent pseudorandom sequence.Based on m sequence
we first present reconstructing it’s state transition diagram and gained the state transition diagram of the new sequence called m subsequence in this paper.We prove that the first class m subsequences is existent
and present first class of m subsequences feedback functions.In the end we analyze m subsequences properties and affirm that possess with ideal balanced property、run property 、periodic property and good linear complexity.Statistic results show that m subsequences autocorrelation property have δ (t) function characteristic.More new m subsequence can be obtained by using this constructing method.
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