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New Sets of Binary Cross Z-Complementary Sequence Pairs

机译:新的二进制交叉Z-互补序列对

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摘要

Spatial modulation (SM) is a special kind of multiple-input multiple-output (MIMO) technique, in which one transmit antenna is activated during each symbol duration. Recently, cross Z-complementary sequence pairs (CZCPs) have been evolved as a new sequence pair to be used for pilot design in SM over frequency-selective channels. CZCPs are sequence pairs having zero autocorrelation sums and zero cross-correlation sums within specific time-shifts. In this letter, we propose systematic constructions of binary CZCPs with new lengths of the form 2(alpha)10(beta)26(gamma)(alpha >= 1), 10(beta), 26(gamma) and 10(beta)26(gamma). We have also proved that for a specific kind of binary CZCP, the magnitude of non-zero aperiodic cross-correlation sums at each time shift outside the zero cross-correlation zone is lower bounded by 4. Finally, we have compared our proposed constructions with the previous constructions.
机译:空间调制(SM)是一种特殊类型的多输入多输出(MIMO)技术,其中在每个符号持续时间期间激活一个发射天线。最近,交叉Z互补序列对(CZCPS)已被演化为用于在SM在频率选择通道上以SM中用于导频设计的新序列对。 CZCPS是序列对,其在特定时移内具有零自相关和和零互相关总和。在这封信中,我们提出了二元CZCP的系统构造,具有新的形式2(α)10(γ)(γ)(α> = 1),10(β),26(γ)和10(β) 26(伽玛)。我们还证明,对于特定类型的二进制CZCP,在零互相关区外部的每个时间移位的非零非周期性互相关总和的大小较低,我们已经将所提出的结构与其进行比较以前的结构。

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