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一种快速构造具有最大线性复杂度GMW序列的方法

A Fast Method for Constructing GMW Sequences with Largest Linear Spans
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摘要  本文研究了计算GMW序列线性复杂度的算法,在此基础上对其进行了简化,得到了一种方法,来快速构造给定周期长度的GMW序列,使其具有最大线性复杂度.利用此方法工程人员可以无须掌握太多数学知识而很快捷的得到理想的GMW序列并将之应用到扩频多址通信系统中,从而使整个系统具有最佳性能. <Abstrcat>An algorithm for computing the linear spans of GMW sequences was studied and simplified in this paper.Then we get a new method which can obtain GMW sequences with largest linear spans for a certain periods.Using this method,engineers can get ideal GMW sequences in a short time without mastering much mathematic knowledge.These sequences can make the spread spectrum multiple access communication systems have optimal performance.
出处 《电子学报》 EI CAS CSCD 北大核心 2005年第5期857-859,共3页 Acta Electronica Sinica
基金 国家自然科学基金(No.60272026)
关键词 Gordon-Milb-Welch(GMW)序列 迹函数 线性复杂度 Gordon-Mills-Welch(GMW) sequences trace function linear span
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参考文献7

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二级参考文献1

  • 1梅文华,跳频通信地址编码理论,1996年

共引文献11

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