New construction of perfect sequence set and low correlation zone sequence set

For a given binary ideal autocorrelation sequence, we construct a perfect sequence set by changing a few bits of the sequence. The set has a large size with respect to the period of its sequences. Based on the constructed perfect sequence set, a new class of low correlation zone sequence sets whose...

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Published in:Science China. Information sciences 2013-11, Vol.56 (11), p.121-128
Main Authors: Xiong, Hai, Qu, LongJiang, Li, Chao
Format: Article
Language:English
Subjects:
Autocorrelation
Computer Science
Information Systems and Communication Service
Research Paper
二进制
低相关区
列集
新区建设
相关序列
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Qu, LongJiang
Li, Chao
description For a given binary ideal autocorrelation sequence, we construct a perfect sequence set by changing a few bits of the sequence. The set has a large size with respect to the period of its sequences. Based on the constructed perfect sequence set, a new class of low correlation zone sequence sets whose low correlation zone length can be chosen flexibly is obtained. Moreover, the new constructed low correlation zone sequence sets can attain Tang-Fan-Matsufuji＇s bound with suitably chosen parameters.
doi_str_mv 10.1007/s11432-012-4732-2
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subjects Autocorrelation
Computer Science
Information Systems and Communication Service
Research Paper
二进制
低相关区
列集
新区建设
相关序列
title New construction of perfect sequence set and low correlation zone sequence set
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