From post

копировать удалить добавить публикацию в буфер
Запись сообщества
посмотреть историю данной записи
URL
DOI
BibTeX
EndNote
APA
Chicago
DIN 1505
Harvard
MSOffice XML

Wavelets and Other Orthogonal Systems

G. Walter, и X. Shen. Chapman & Hall/CRC, (2001)

Please choose a person to relate this publication to

To differ between persons with the same name, the academic degree and the title of an important publication will be displayed.

Wavelets and Other Orthogonal SystemsG. Walter, и X. Shen. Chapman & Hall/CRC, (2001)Wavelets and other Orthogonal Systems with ApplicationsG. Walter. CRC, Boca Raton, Florida, (1994)Wavelet neural networks for function learning.J. Zhang, G. Walter, Y. Miao, и W. Lee. IEEE Trans. Signal Process., 43 (6): 1485-1497 (1995)Gibbs' phenomenon in higher dimensions.H. Shim, H. Volkmer, и G. Walter. J. Approx. Theory, 145 (1): 20-32 (2007)Remarks on projection pursuit regression and density estimationL. RejtÖ, и G. Walter. Stochastic Analysis and Applications, 10 (2): 213--222 (1992)A Note on Orthogonality of The Finite Element Multiwavelets.X. Shen, H. He, и G. Walter. CSC, стр. 118-126. CSREA Press, (2007)Non-uniform sampling in wavelet subspaces.G. Walter. ICASSP, стр. 2057-2059. IEEE Computer Society, (1999)Density estimation in the presence of noiseG. Walter. Statistics & Probability Letters, 41 (3): 237--246 (01.02.1999)Wavelets based on band-limited processes with a K-L type property.G. Walter, и J. Zhang. Visual Information Processing, том 1961 из SPIE Proceedings, стр. 336-343. SPIE, (1993)A Public Key Analog Cryptosystem.G. Davida, и G. Walter. EUROCRYPT, том 304 из Lecture Notes in Computer Science, стр. 143-147. Springer, (1987)