一类三元非周期零相关区序列集的构造
doi: 10.3724/SP.J.1146.2007.00738
Construction of Ternary Sequence Sets with Aperiodic Zero Correlation Zone
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摘要: 该文基于任意两个NN Hadamard矩阵,构造出一类三元非周期零相关区序列集。与Donelan和OFarrell的构造方法相比,该文构造出的序列具有较高的能量效率。又进一步构造出两个相互正交的具有非周期零相关区的三元序列集,这样就可以提供更多的能够在准同步CDMA系统中使用的序列。
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关键词:
- 准同步CDMA系统 /
- 零相关区序列集 /
- Hadamard矩阵 /
- 相互正交序列集
Abstract: Based on two arbitrary Hadamard matrices of common size, a new class of ternary sequence with aperiodic zero correlation zone is presented. Different from the construction given by Donelan and OFarrell, the proposed method can generate sequences with higher energy efficiency. Furthermore, two of this kind of sequence sets are constructed which are mutually orthogonal, so that the number of available sequences for a Qs-CDMA system is increased. -
[1] Suehiro N. A signal design without co-channel interference forapproximately synchronized CDMA systems[J].IEEE Journalon Selected Areas in Communications.1994, 12(5):837-841 [2] Fan P Z, Suehiro N, Kuroyanagi N, and Deng X M. A class ofbinary sequences with zero correlation zone. IEE ElectronicsLetters, 1999, 35(10): 777-779. [3] Deng X M and Fan P Z. Spreading sequence sets with zerocorrelation zone. IEE Electronics Letters, 2000, 36(12):982-983. [4] Fan P Z and Hao L. Generalized orthogonal sequences andtheir applications in synchronous CDMA systems. IEICETrans. on Fundamentals, 2000, E83-A(11): 2054-2069. [5] Hayashi T. Binary sequences with orthogonal subsequencesand a zero correlation zone: pair-preserving shuffledsequences. IEICE Trans. on Fundamentals, 2002, E85-A(6):1420-1425. [6] Hayashi T. A class of ternary sequence sets having a zerocorrelation zone for even and odd correlation functions. IEEE2003 International Symposium on Information Theory,Yakohama, Japan, 2003: 434. [7] Donelan H and OFarrell T. Families of ternary sequenceswith aperiodic zero correlation zones for MC-DS-CDMA. IEEElectronics Letters, 2002, 38(25): 1660-1661. [8] Tang X H, Fan P Z and Matsufuji S. Lower bounds on themaximum correlation of sequence set with low or zerocorrelation zone[J].IEE Electronics Letters.2000, 36(6):551-552 [9] Tang X H and Fan P Z. Bounds on aperiodic and oddcorrelations of spreading sequences with low and zerocorrelation zone[J].IEE Electronics Letters.2001, 37(19):1201-1203 [10] Rathinakumar A and Chaturvedi A K. Mutually orthogonalsets of ZCZ sequences[J].IEE Electronics Letters.2004, 40(18):1133-1134
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