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Volumn 109, Issue C, 1999, Pages 163-197

Complex Dyadic Multiresolution Analyses

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EID: 70349287942     PISSN: 10765670     EISSN: None     Source Type: Book Series    
DOI: 10.1016/S1076-5670(08)70197-6     Document Type: Chapter
Times cited : (9)

References (23)
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    • Fast wavelet techniques for near-optimal image processing
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    • De Vore, R., and Lucier, B.J. (1992). Fast wavelet techniques for near-optimal image processing, Proc. 1992 IEEE Military Commun. Conf., IEEE Communications Soc, NY.
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    • De Vore, R.1    Lucier, B.J.2
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    • Wavelet shrinkage: Asymptopia?
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    • Donoho, D.1    Johnstone, I.2
  • 9
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    • The discreste multiple wavelet transform and the thresholding methods
    • Univ. of Bristol, (UK)
    • Downie T.R., and Silverman B.W. The discreste multiple wavelet transform and the thresholding methods. Tech. Report, School of Mathematics (1996), Univ. of Bristol, (UK)
    • (1996) Tech. Report, School of Mathematics
    • Downie, T.R.1    Silverman, B.W.2
  • 10
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    • Speckle noise reduction of airbone SAR images with symmetric Daubechies wavelets
    • Gagnon L., and Drissi Smaili F. Speckle noise reduction of airbone SAR images with symmetric Daubechies wavelets. SPIE-2759 (1996)
    • (1996) SPIE-2759
    • Gagnon, L.1    Drissi Smaili, F.2
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    • Applications of complex valued wavelet transforms to subband decomposition
    • Lawton W. Applications of complex valued wavelet transforms to subband decomposition. IEEE Trans. Signal Proc. 41 (1993) 3566
    • (1993) IEEE Trans. Signal Proc. , vol.41 , pp. 3566
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    • Second-order complex random vectors and normal distributions
    • Picinbono B. Second-order complex random vectors and normal distributions. IEEE Trans. Sig. Proc 44 (1996) 2637
    • (1996) IEEE Trans. Sig. Proc , vol.44 , pp. 2637
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    • n as unconditional bases for Hardy spaces
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    • n as unconditional bases for Hardy spaces, Conference in Honor of A. Zygmund, II, Wadsworth Math. Series, p. 475.
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    • Complex Daubechies wavelets: Filters design and applications
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    • The importance of the phase of the symmetric Daubechies wavelets representation of signals
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* 이 정보는 Elsevier사의 SCOPUS DB에서 KISTI가 분석하여 추출한 것입니다.