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Fedor Krasnov and Alexander Butorin
Sparse spikes deconvolution is one of the oldest inverse problems, which is a stylized version of recovery in seismic imaging. The goal of sparse spike deconvolution is to recover an approximation of a given noisy measurement T = W ∗ r + W 0 ...
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Jiachuan Yang, Zhi-Hua Wang, T. ?W. Lee
Pág. Page:86 - 102Abstrac
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S. H. Ohh, P. L. Shinde, Z. Jin, J. Y. Choi, T.-W. Hahn, H. T. Lim, G. Y. Kim, Y. Park, K.-S. Hahm, and B. J. Chae
Pág. 1227 - 1234
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Chen, P.-Y. Huang, T.-W. Wang, H. Wang, Y.-C. Chen, C.-H. Chao, P.-C.
Pág. 1414 - 1424
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Chang, H.-Y. Huang, T.-W. Wang, H. Wang, Y.-C. Chao, P.-C. Chen, C.-H.
Pág. 908 - 919
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Jang, G.-J. Lee, T.-W. Oh, Y.-H.
Pág. 168 - 171
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Grasser, T. Tang, T.-W. Kosina, H. Selberherr, S.
Pág. 251 - 251
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Kuo, C.-F. Kuo, T.-W. Chang, C.
Pág. 433 - 446
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Deng, K.-L. Huang, T.-W. Wang, H.
Pág. 2188 - 2196
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Kwon, O.-W. Chan, K. Lee, T.-W.
Pág. 137 - 140
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