Donoho D. De-noising by soft-threshholding. IEEE Trans[2]Theory, 1995, 41(3): 613-627.[3]Xu Yansun, et al.. Wavelet transform domain filters: a spatially[4]selective noise filtration technique. IEEE Trans. on Image[5]Processing, 1994, 3(6): 747-758.[6]Pan Quan, Zhang Lei, Dai Guanzhong, Zhang Hongcai. Two[7]denoising methods by wavelet transform. IEEE Trans. on Signal[8]Processing,1999, 47( 12): 3401-3406.[9]张磊,潘泉,张洪才,戴冠中.小波域滤波闽值参数c的选取.[10]电子学报,2001, 29(3): 400-402.[11]张磊,潘泉.一种子波域滤波算法的改进.电子学报,1999,[12](2): 19-21.[13]潘泉,张磊.子波域自适应滤波.航空学报,1997, 18(5):[14]3-586.[15]潘泉,戴冠中,张洪才,张磊.基于闽值决策的子波域去噪方[16]法.电子学报,I 998, 26 ( I ): 11 5-117.[17]Sweldens W. The lifting scheme: A custom-design construction of[18]biorthogonal wavelets. Journal of Appl. and Comput. Harmonic[19]Analysis, 1996, 3(2): 186-200.[20]Sweldens W. The lifting Scheme: A new philosophy in[21]biorthogonal wavelet constructions. A.F.Laine, M.Unser, editors,[22]Wavelet Applications in Signal and Emage Processing III, Proc.[23]SPIE 2569, 1995: 68-79.[24]Sweldens W. The lifting scheme: A construction of second[25]generation wavelets. IMI Technical Report 1995:06, Industrial[26]Mathematics Initiative, Department of Mathematics, University[27]of South Carolina, 1995.[28]Sweldens W, Schrddder P. Building your own wavelets at home.[29]Wavelets Computer Graphics, ACM SIGGRAPH Course Notes,[30]1996.[31]Claypoole R, Davis G, Sweldens W, Baraniuk R. Nonlinear[32]wavelet transforms for image coding. In Proc. of Asilomar Conf.[33]on Signals, Systems and Computers, CA, November 1997,[34]2-667[35]Claypoole R, Baraniuk R, Nowak R. Adaptive wavelet transforms[36]via lifting. In Proc. IEEE Int. Conf. Acoust., Speech, and Signal[37]Processing, Washington, May 1998, 3: 1513-1516.[38]Zhang Lei, Bao Paul. Denosing by spatial correlation threshol-[39]ding. IEEE Trans. on Circuits and Systems for Video Technology,[40]03, 13(6): 535-538.
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