一种构造最佳四元二维互补阵列的新方法
doi: 10.3724/SP.J.1146.2006.00819
A New Method for Constructing Two-dimensional Perfect Supplementary Quaternary Array
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摘要: 该文利用最佳四元二维互补阵列和准最佳四元二维互补阵列的性质,给出了一种构造最佳四元二维互补阵列的新方法。使用这种方法,可以将一个二维的st 阶的最佳四元二维互补阵列和一个2st 阶的准最佳四元二维互补阵列,构造成新的一类二维4st 阶和2s2t 阶的最佳四元二维互补阵列。Abstract: This paper presents a new method for constructing two-dimensional perfect supplementary quaternary array by using of the properties of the two-dimensional perfect supplementary quaternary array and twodimension -al quasiperfect supplementary quaternary array. As an application, a new two-dimensional perfect supplementary quaternary array with the sizes of 4s t and the sizes of 2s 2t are constructed by a perfect supplementary array with the sizes of s t and a quasiperfect supplementary array with the sizes of 2st.
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Arasu K T, Ma S L, and De Launey Warwick. On circulantcomplex Hadamand matrices[J]. Kluwer Academic Publishers,2002, 25(2) : 123-145.[2]Arasu K T, Ma S L, and De Launey. Two-dimensional perfectquaternary arrays[J].IEEE Trans. on Inform. Theory.2001,47(4):1482-1493[3]贾彦国, 许成谦.最佳四元互补二维阵列的研究[J]. 电子与信息学报, 2003，25(增刊): 101-109.[4]Golomb S and Taylor H. Two-dimensional synchronizationpattern for minimum ambiguity[J]. IEEE Trans. on Inform.Theory 1982, IT-28(4): 600-648.[5]杨义先著. 最佳信号理论与设计[M]. 北京: 人民邮电出版社,1996: 107-164.[6]杨义先, 林须端著. 编码密码学[M]. 北京: 人民邮电出版社,1992: 122-158. -
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