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关于多重Bent序列集相关值分布的研究

On the Distribution of Correlation Values of Multiple Bent Sequence Sets
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摘要 对多重bent序列集的构造方法进行研究,运用代数方法明确给出了多重bent序列集之间互相关值的分布.通过选取合适的bent函数,构造出互相关性较好的多重bent函数序列集,修正了一些已有的结果. The method of constructing multiple bent sequence sets was studied and the distribution of correlation values of multiple bent sequences was clearly provided by using algebraic method. By choosing appropriate bent functions,the multiple bent sequence sets with good correlation were constructed,and some existing results were corrected.
作者 常祖领 丁亚男
机构地区 郑州大学数学与统计学院 福建师范大学网络安全与密码技术重点实验室
出处 《郑州大学学报（理学版）》 CAS 北大核心 2015年第2期1-6,共6页 Journal of Zhengzhou University:Natural Science Edition
基金 国家自然科学联合基金资助项目 编号U13040604 河南省教育厅科学技术研究重点项目 编号14A110022 福建省网络安全与密码技术重点实验室开放课题 编号15005
关键词 BENT函数 二元bent序列 多重信号集 极大互相关值 bent function binary bent sequence multiple signal set maximum correlation value
分类号 TN918.1 [电子电信—通信与信息系统]
  • 相关文献

参考文献10

  • 1Golomb S W, Gong Guang. Signal Design with Good Correlation : for Wireless Communications, Cryptography and Radar [ M ]. New York: Cambridge University Press,2005 : 323 - 381.
  • 2Gong Guang. Correlation of multiple bent function signal sets [ C ]//IEEE Information Theory Workshop on Information Theory for Wireless Networks. Solstrand,2007:1 - 5.
  • 3Gong Guang. Design of signal sets with low intraference for CDMA application in networking environment[ R]. University of Wa- terleo, CACR,2006.
  • 4Olsen J D,seholtz R A, Welch L R. Bent,function sequences[J]. IEEE Transactions on Information Theory,1982,28(6) : 858 - 864.
  • 5Rothans O S. On bent function [ J ]. Journal of Combinatorial Theory: Series A, 1976,20 (3) : 300 - 305.
  • 6Kumar P V. On bent sequences and generalized bent functions[ D ]. Los Angeles :University of Southern California, 1983.
  • 7No J,Gil G,Shin D. Generalized construction of binary bent sequences with optimal correlation property[ J]. IEEE Transactions on Information Theory,2003,49(7) : 1769 -1780.
  • 8Kumar P V ,Scholtz R A,Welch L R. Generalized bent functions and their properties[ J ]. Journal of Combinatorial Theory: Series A,1985,40(1) :90 -107.
  • 9Helleseth T, Kholosha A. On generalized bent functions [ C ]//Information Theory and Applications Workshop. San Diego, 2010:1 -6.
  • 10刘古胜,朱玉明.Bent序列的相关值分布的研究[J].数学的实践与认识,2009,39(22):140-147. 被引量：1

二级参考文献9

  • 1Simon M K, Omura J K, Schohz R A, Levitt B K. Spread Spectrum Communications Handbook[M]. McGraw Hill ,200l.
  • 2Helleseth T, Kumar P V. Sequences with low correlation[J], in Handbook of Coding Theory, Pless V S and Huffman W C, Eds, Amsterdam, The Netherlands: North-Holland, 1998,11 : 1765-1853.
  • 3Olsen J D, Scholtz R A, Welch L R. Bent function sequences[J]. IEEE Trans Inform Theory, 1982, IT-28: 858- 864.
  • 4Kumar P V, Schohz R A. Bounds on the linear span of bent sequences[J]. IEEE Trans Inform Theory, 1983, IT- 29: 854-862.
  • 5Lempel A, Cohn M. Maximal families of bent sequences[J]. IEEE Trans Inform Theory, 1982, IT-28: 865-868.
  • 6Jong-Seon No, Gang-Mi Gil, Dong-Joon Shin. Generalized construction of binary bent sequences with optimal correlation property[J]. Trans Inform Theory, 2003, 49(7): 1769-1780.
  • 7Dong Joon Shin, Jong-Seon No, Extended Binary Bent Squences with Optimal Correlation and Balance Properties[M]. ISIT2003, Yokohama, Janpan, pp. 406.
  • 8Udaya P, Polyphase and Frequency Hopping Sequences Obtained from Finite Rings[M]. Ph D Dissertation, Dept Elec Eng, Institute Technology, Kanpur, India, 1992.
  • 9Rothaus O S. On "Bent" funetions[J]. J Combin Theory (A), 1976, 20: 300-305.
郑州大学学报（理学版）
2015年 第2期

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