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971篇 您的检索式：期刊名="Applied comput Harmonic Analysis"

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	题名	作者	年代	出处	被引量
1	Complex Wavelets for Shift Invariant Analysis and Filtering of Signals显示文摘	Nick Kingsbury	2001	Applied and Computational Harmonic Analysis2001，，3：	3
2	The Lifting Scheme: A Custom-Design Construction of Biorthogonal Wavelets显示文摘	Wim Sweldens	1996	Applied and Computational Harmonic Analysis1996，，2：	3
3	Data-driven time–frequency analysis显示文摘	Thomas Y. Hou Zuoqiang Shi	2013	Applied and Computational Harmonic Analysis2013，，2：	2
4	Sparse directional image representations using the discrete shearlet transform显示文摘	Glenn Easley Demetrio Labate Wang-Q Lim	2007	Applied and Computational Harmonic Analysis2007，，1：	2
5	The lifting scheme:A custom-design construction of biorthogonal wavelets显示文摘	W Sweldens	1996	Applied and Computational Harmonic Analysis1996，3，2：	2
6	CoSaMP: Iterative signal recovery from incomplete and inaccurate samples显示文摘	D. Needell J.A. Tropp	2008	Applied and Computational Harmonic Analysis2008，，3：	2
7	CoSaMP: Iterative signal recovery from incomplete and inaccurate samples显示文摘	D. Needell J.A. Tropp	2008	Applied and Computational Harmonic Analysis2008，，3：	2
8	Simultaneous cartoon and texture image inpainting using morphological component analysis (MCA)显示文摘	M. Elad J.-L. Starck P. Querre D.L. Donoho	2005	Applied and Computational Harmonic Analysis2005，，3：	2
9	Wavelet transforms that map integers to integers显示文摘	Calderbank R C Daubeehies I Sweldens W	1998	Applied and Computational Harmonic Analysis1998，5，3：	1
10	Nonlinear wavelet thresholding: a recursive method to determine the optimal denoising threshold显示文摘	AZZALINI A FARGE M SCHNEIDER K	2005	Applied and Computational Harmonic Analysis2005，18，2：	1
11	Unconditional Bases Are Optimal Bases for Data Compression and for Statistical Estimation显示文摘	Donoho D L	1993	Journal of Applied and Computational Harmonic Analysis1993，1，1：	1
12	Simultaneous cartoon and texture image inpainting using morphological component analysis (MCA)显示文摘	Elad M Starck J L Querre P	2005	Applied and Computational Harmonic Analysis2005，19，3：	1
13	Detecting highly oscillatory signals by chirplet path pursuit显示文摘	CANDèS E J CHARLTON P R Hannes helgason	2008	Applied and Computational Harmonic Analysis2008，24，1：	1
14	Detecting Highly Oscillatory Signals by Chirplet Path Pursuit 显示文摘	Candes E J Charlton P R Helgason H	2008	Applied and Computational Harmonic Analysis2008，24，1：	1
15	Superresolution image reconstruc tion using l'ast inpainting algorithms 显示文摘	Chan T F Ng N	2007	Applied and Computational Harmonic Analysis2007，23，1：	1
16	The lifting scheme: a custom-design of biorthogonal wavelets 显示文摘	Sweldens W	1996	Applied Computational and Harmonic Analysis1996，3，2：	1
17	The lifting scheme: A custom-design construction of biorthogonal wavelets显示文摘	W Sweldens	1996	Applied and Computational Harmonic Analysis1996，3，2：	1
18	Orthogonal frames of translates显示文摘	WEBER E	2004	Applied and Computational Harmonic Analysis2004，17，：	1
19	Wave atoms and sparsity of oscillator7 pat- terns显示文摘	DEMANET L Y1NG 1 X	2007	Applied and Computational Harmonic Analysis2007，23，3：	1
20	CoSaMP:iterative signal recovery from incomplete and inaccurate samples 显示文摘	Needell D Tropp J A	2009	Applied and Computational Harmonic Analysis2009，26，3：	1

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