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首页> 外文期刊>IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences >Bounds on Aperiodic Autocorrelation and Crosscorrelation of Binary LCZ/ZCZ Sequences
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Bounds on Aperiodic Autocorrelation and Crosscorrelation of Binary LCZ/ZCZ Sequences

机译:二元LCZ / ZCZ序列的非周期自相关和互相关的界

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In order to eliminate the co-channel and multi-path interference of quasi-synchronous code division multiple access (QS-CDMA) systems, spreading sequences with low or zero correlation zone (LCZ or ZCZ) can be used. The significance of LCZ/ZCZ to QS-CDMA systems is that, even there are relative delays between the transmitted spreading sequences due to the inaccurate access synchronization and the multipath propagation, the orthogonality (or quasi-orthogonality) between the transmitted signals can still be maintained, as long as the relative delay does not exceed certain limit. In this paper, several lower bounds on the aperiodic autocorrelation and Crosscorrelation of binary LCZ/ZCZ sequence set with respect to the family size, sequence length and the aperiodic low or zero correlation zone, are derived. The results show that the new bounds are tighter than previous bounds for the LCZ/ZCZ sequences.
机译:为了消除准同步码分多址(QS-CDMA)系统的同信道和多径干扰,可以使用具有低或零相关区域(LCZ或ZCZ)的扩频序列。 LCZ / ZCZ对QS-CDMA系统的意义在于,即使由于不正确的访问同步和多径传播,在所传输的扩频序列之间存在相对延迟,所传输信号之间的正交性(或准正交性)仍然可以保持,只要相对延迟不超过一定限制。本文推导了关于二进制LCZ / ZCZ序列集的非周期性自相关和互相关的下界,这些下界关于族大小,序列长度以及非周期性低或零相关区域。结果表明,对于LCZ / ZCZ序列,新界限比以前的界限更严格。

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