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95篇 您的检索式:作者名="Temlyakov"
    题名 作者 年代 出处 被引量
1Stable recovery of sparse overcomplete representations in the presence of noise显示文摘Donoho D L Elad M and Temlyakov V N 2006IEEE Transactions on Information Theory2006,52,1:1
2A remark on Compressed Sensing显示文摘B. S. Kashin V. N. Temlyakov 2007Mathematical Notes (-)2007,,5:1
3Simultaneous greedy approximation in Banach spaces显示文摘Leviatan D and Temlyakov V N 2005Journal of Complexity2005,21,3:1
4Stable Re- covery of Sparse Overcomplete Representation in the Pr- esenceof Noise显示文摘DONOHO D L ELAD M Temlyakov V N 2006IEEE Transactions on Information Theory2006,52,1:1
5Stable recovery of sparse over complete representations in the presence of noise显示文摘DONOHO D L ELAD M TEMLYAKOV V N 2006IEEE Tran- sactions on Information Theory2006,52,1:1
6Stable 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
7Nonlinear Approximation by Trigonometric Sums 显示文摘DeVore R A TEMLYAKOV V N 1995Journal of Fourier Analysis and Applications1995,2,1:1
8Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘DONOHO D L ELAD M TEMLYAKOV V 2006IEEE Transactions on Information Theory2006,52,1:1
9Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘DONOHO D L ELAD M TEMLYAKOV V 2006IEEE Trans on Information Theory2006,52,1:1
10Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘Donoho D L Elad M Temlyakov V N 2006IEEE Transaction on Information Theory2006,52,1:1
11The best m-term approximation and greedy algorithms 显示文摘Temlyakov V N 1998Adv Compu Math1998,8,:1
12Greedy algorithm and m-term trigonometric approximation显示文摘Temlyakov V N 1998Constr Approx1998,14,:1
13Orthogonal super greedy algo- rithm and applications in compressed sensing 显示文摘LIU E TEMLYAKOV V 2012IEEE Transactions on Information Theory2012,58,4:1
14Stable Recovery of Sparse Overcomplete Representations in the Presence of Noise显示文摘Donoho D L Elad M Temlyakov V N 2006IEEE Transactions on Information Theory2006,52,1:1
15Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘Donoho D L Elad M Temlyakov V N 2006IEEE Transactions on Information Theory2006,52,1:1
16Stable Recovery of Sparse Overcomplete Representations in The Presence of Noise显示文摘Donoho D L Elad M Temlyakov V 0,,0018:1
17Stable recovery of sparse overcomplete representations in the presence of noise 显示文摘Donoho D L Elad M and Temlyakov V N 2006IEEE Transactions on Information Theory2006,52,1:1
18Weak greedy algorithms 显示文摘Temlyakov V N 2000Advanccs in Computational Mathematics2000,12,3:1
19Stable recovery of sparse overeomplete representations in the presence of noise 显示文摘DONOHO D L ELAD M TEMLYAKOV V N 2006IEEE Transactions on Information Theory2006,52,:1
20Stable Recovery of Sparse Overcomplete Representations in the Presence of Noise显示文摘Donoho D L Elad M Temlyakov V N 0,,:1
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