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基于一维参数化正交小波滤波器的信号快速重建

Faster reconstruction of signal based on one dimensional parameter orthogonal wavelet filters
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摘要 首先用一维参数化正交小波滤波器逼近双正交小波滤波器,然后根据信号采样值用Mallat算法对信号进行了快速重建,给出了算法;最后,用一个仿真加以说明。 In this paper,firstly, we use one dimensional parameter orthogonal wavelet filters to approach a double orthogonal wavelet filters, secondly, we use Mallat method to reconstruct the signal by a few value of given signal,finally, we use an example to show our algorithm.
作者 方永锋 张丽霞 邱泽阳
机构地区 兰州交通大学图形图像技术研究所
出处 《核电子学与探测技术》 CAS CSCD 北大核心 2007年第4期796-798,共3页 Nuclear Electronics & Detection Technology
基金 甘肃省自然科学基金资助(ZS031-A25-008-Z) 兰州交通大学首批"青蓝"人才工程资助
关键词 一维参数化正交小波滤波器 MALLAT算法 重建 one dimensional parameter orthogonal wavelet filters, Mallat method, reconstruction.
分类号 TP391.72 [自动化与计算机技术—计算机应用技术] O241.3 [理学—计算数学]
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参考文献7

  • 1徐长发,李国宽.实用小波分析[M].武汉:华中科技大学出版社,2004.
  • 2Daubechies I. Ten Letures on Wavelets. SLAM. Philadelphia, 1992.
  • 3Silong Peng, et al. One Dimensional Orthogonal Wavelet Filters. Aeta Mathematic Siniea, 1999
  • 4S. long P, Dimensional Finite wavelet Filters. Journal of Computation Mathematics. 2003. 5: 595-602.
  • 5粟塔山,吴翊.一维参数化正交小波滤波器的解析性质与优化逼近[J].计算数学,2006,28(4):377-400. 被引量：4
  • 6Chooy-Gyoo. Aniversal Parametrin B-spline Curve and Surfacein terpolation [Z]. CAGD, 1999, 16: 407-422.
  • 7Stollnita Eric J, et al. Wavelet for computer graphics. A primer, Part1. IEEE Computer Graphics and Application. 1995, (5): 76.

二级参考文献13

  • 1P.S.Long,Use of the Empirical Mode Decomposition and Hilbert-Huang Transform in Image Analysis,World Multi-conference on Systemics Cybernetice and Informatics,Cybernetics And Informatics:Concepts And Application (Part 2),2001.
  • 2J.C.Nunes,Y.Bouaoune,E.Delechelle,S.Guyot and Ph.Bunel,Texture analysis based on the bidimensional empirical mode decomposition,Machine Vision and Application,(2003),Accepted.
  • 3P.Flandrin,G.Rilling and P.Gone alves,Empirical Mode De-composition as a filter bank,IEEE Signal Processing Letters,(2003),to appear.
  • 4G.Strang and T.Nguyen,Waveletss and Filter Banks,Cambridge,MA:WellesleyCambridge,1996.
  • 5P.Moulin,M.Anitescu,K.Kortanek and F.Potra,The role of linear semi-infinite programming in signal adapted QMF bank design,IEEE Trans.On Sign.Proc,vol SP-45,(1997),2160-2173.
  • 6P.Moulin and M.Mihcak,Theory and Design of Signal adapted FIR Paraunitary Filter Banks,IEEE Transaction on Signal Processing,46:4(1998).
  • 7A.Kirac and P.P.Vaidyanathan,Theory and desing of optimum FIR compaction filters,IEEE Transaction on Signal Processing,46 (1998),903-919.
  • 8T.Greiner,Orthogonal and Briorthgonal Texture matched Wavelet Filter Banks for Hierachical Texture Analysis,Signal Processing,54 (1996),1-22.
  • 9P.P.Vaidyanathan,Multirate Systems and Filter Banks,Englewood Cliffs,NJ:PrenticeHall,1993.
  • 10P.S.Long,N dimensional finite wavelete filters,Journal of computational mathematics,21:5 (2003),595-602.

共引文献6

核电子学与探测技术
2007年 第4期

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