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Multiple Binary ZCZ Sequence Sets With Good Cross-Correlation Property Based on Complementary Sequence Sets

机译:基于互补序列集的互相关性好的二元ZCZ序列集

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摘要

In this paper, two types of multiple binary zero correlation zone (ZCZ) sequence sets are constructed: 1. Each set is a binary $(2^{n+1}Z_{cz},2^{n}, Z_{cz})$ -ZCZ sequence set, which is one of the best cases in the known constructions. 2. Among all the sets, the sequences still possess good cross-correlation property within the zone of length $Zleq Z_{cz}$. In particular, the first type sequence sets have a common zero correlation zone of length $Z$, which solves the previous research problem. These multiple binary ZCZ sequence sets are suitable for multiuser environments.
机译:在本文中,构造了两种类型的多个二进制零相关区(ZCZ)序列集:1.每个集合都是二进制$(2 ^ {n + 1} Z_ {cz},2 ^ {n},Z_ {cz })$ -ZCZ序列集,这是已知结构中的最佳情况之一。 2.在所有集合中,序列在长度$ Zleq Z_ {cz} $的区域内仍具有良好的互相关性。特别地,第一类型序列集具有长度为$ Z $的公共零相关区,这解决了先前的研究问题。这些多个二进制ZCZ序列集适用于多用户环境。

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