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1288篇 您的检索式：作者名="Daubechies"

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	题名	作者	年代	出处	被引量
1	Factoring wavelet transforms into lifting steps显示文摘	Daubechies I Sweldens W	1998	J Fourier Anal Appl1998，4，3：	2
2	Factoring wavelet transforms into lifting steps显示文摘	Ingrid Daubechies Wim Sweldens	1998	The Journal of Fourier Analysis and Applications1998，，3：	2
3	Factoring wavelet transforms into lifting steps显示文摘	I Daubechies W Sweldens	1998	Journal of Fourier Analysis and Applications1998，4，3：	2
4	Factoring wavelet transforms into lifting steps显示文摘	DAUBECHIES I SWELDENS W	1998	J Fourier Anal Appl1998，4，3：	2
5	The wavelet transform, time-frequency localization and signal analysis显示文摘	I Daubechies		0，，：	2
6	Image coding using wavelet transform显示文摘	Antonini M Barlaud M Mathieu P Daubechies I		0，，：	2
7	The wavelet transform, time-frequency localization and signal analysis 显示文摘	Daubechies I	1990	IEEE Trans Information Theory1990，36，5：	1
8	The wavelet transform,time frequency localization and signal anaysis显示文摘	DAUBECHIES I	1990	IEEE Transaction on Information Therory1990，36，5：	1
9	An iterative thresholding algorithm for linear inverse problems with a sparsity constraint 显示文摘	DAUBECHIES I DEFRIESE M de MOL C	2004	Communications in Pure and Applied Mathematics2004，57，11：	1
10	Orthonormal bases of compactly supported wavelets显示文摘	I Daubechies	1998	comm pure Appl Math1998，43，：	1
11	Bi-orthogonal bases of compactly supported wavelets 显示文摘	COHEN A DAUBECHIES I FEANVEAN J	1992	Comm Pure Appl Math1992，45，3：	1
12	The wavelet transform, time frequency localization and signal analysis 显示文摘	Daubechies I	1990	IEEE Trans Inf Theory1990，36，5：	1
13	An iterative thresholding algorithm for linear inverse problems with a sparsity constraint显示文摘	DAUBECHIES 1 DEFHIESE M DE MOL C	2004	Communications on Pure and Applied Mathematics2004，57，11：	1
14	Orthonormal bases of compactly supported wavelets显示文摘	Daubechies I		0，，07：	1
15	The wavelet transform time-frequency localization and signal analysis显示文摘	Daubechies I	1990	IEEE Transactions on Information Theory1990，36，5：	1
16	Orthonormal bases of compactly supported wavelets显示文摘	DAUBECHIES I	1988	Communications in Pure Applied Mathematics1988，41，：	1
17	The wavelet transform,time-frequency localization and signal analysis显示文摘	DAUBECHIES I	1990	IEEE Transactions on Information Theory1990，36，5：	1
18	Orthonormal bases of compactly supported wavelets 显示文摘	DAUBECHIES I	1988	Comm Pure Appl Math1988，41，7：	1
19	Orthonormal bases of compactly suppor- ted wavelets 显示文摘	DAUBECHIES I	1988	Commun pure and appl math1988，41，7：	1
20	Bases of compactly supported wavelets显示文摘	Daubechies I Orthonormal I	1988	Commun on Pure and Appl Math1988，41，7：	1

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