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68篇 您的检索式：作者名="Donoho M N"

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	题名	作者	年代	出处	被引量
1	The finite ridgelet transform for image representation显示文摘	DONOHO M N VETTERLI M	2003	IEEE Trans IP2003，12，1：	1
2	Stable recovery of sparse overcomplete representations in the presence of noise显示文摘	Donoho D L Elad M and Temlyakov V N	2006	IEEE Transactions on Information Theory2006，52，1：	1
3	The nonsubsampled contourlet transform: theory, design, and application 显示文摘	Dacunha A L Zhou J and Donoho M N	2006	1EEE Transactions on lmage Processing2006，15，10：	1
4	Stable Re- covery of Sparse Overcomplete Representation in the Pr- esenceof Noise显示文摘	DONOHO D L ELAD M Temlyakov V N	2006	IEEE Transactions on Information Theory2006，52，1：	1
5	Stable recovery of sparse over complete representations in the presence of noise显示文摘	DONOHO D L ELAD M TEMLYAKOV V N	2006	IEEE Tran- sactions on Information Theory2006，52，1：	1
6	Stable re- covery of sparse overcomplete representation in the presence of noise显示文摘	Donoho D I Elad M Temlyakov V N		0，，01：	1
7	Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘	Donoho D L Elad M Temlyakov V N	2006	IEEE Transaction on Information Theory2006，52，1：	1
8	The finite ridgelet transform for image represention显示文摘	Donoho M N Vetterli M	2003	IEEE Trans on Image Processing2003，12，1：	1
9	Stable Recovery of Sparse Overcomplete Representations in the Presence of Noise显示文摘	Donoho D L Elad M Temlyakov V N	2006	IEEE Transactions on Information Theory2006，52，1：	1
10	Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘	Donoho D L Elad M Temlyakov V N	2006	IEEE Transactions on Information Theory2006，52，1：	1
11	The Nonsubsamled Contourlet Transform: Theory, Design, and Applications显示文摘	Cunha A L Zhou Jianping Donoho M N	2006	IEEE Transactions on Image Processing2006，15，10：	1
12	Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘	Donoho D L Elad M and Temlyakov V N	2006	IEEE Transactions on Information Theory2006，52，1：	1
13	Stable recovery of sparseover complete representations in the presence of noise 显示文摘	Donoho D L’Eled M Temlyskov V N	2006	IEEE Trans on Information Theory2006，52，1：	1
14	The contourlet transform:An efficient directional multiresolution image representation 显示文摘	Donoho M N Vetterli M	2005	IEEE Transactions on Image Processing2005，14，2：	1
15	Stable recovery of sparse overeomplete representations in the presence of noise 显示文摘	DONOHO D L ELAD M TEMLYAKOV V N	2006	IEEE Transactions on Information Theory2006，52，：	1
16	The finite ridgelet transform for image representation显示文摘	Donoho M N Vetterli M	2003	IEEE Trans on Image Processing2003，12，1：	1
17	Orthonormal finite ridgelet transform for image compression显示文摘	Donoho M N Vetterli M	2000	Proc of IEEE International Conference on Image Compression2000，2，：	1
18	Stable Recovery of Sparse Overcomplete Representations in the Presence of Noise显示文摘	Donoho D L Elad M Temlyakov V N		0，，：	1
19	The nonsubsampled contourlet transform:Theory,design,and applications 显示文摘	Cunha D A L Zhou Jianping Donoho M N	2006	IEEE Transactions on Image Processing2006，15，10：	1
20	Stable recovery of sparse overcomplete representations in the presence of noise显示文摘	Donoho D L Elad M Temlyakov V N	2006	IEEE Transactions on Information Theory2006，52，1：	1

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