웨이블렛이란\ulcorner

  • 이남용 (강원대학교 제어계측공학과) ;
  • 김윤영 (서울대학교 기계항공공학부)
  • 발행 : 1999.10.01

초록

키워드

참고문헌

  1. Stud. Math. v.21 Intermediate Spaces and Interpolation, the Complex Method Calderon, A. P.
  2. J. Math. Phys. v.9 Unitary Representations of the Affine Group Aslaksen, E.;Klauder, J.
  3. Pro. IEEE Int. Conf. Acoust. Signal Speech Precess. Application of Quadrature Mirror Filters to Split-Band Voice Coding Schemes Esteban, D.;Galand, C.
  4. Comp. Pure Appl. Math. v.46 Orthonormal Basis of Compactly Supported Wavelets Daubechies, I.
  5. IEEE Transactions on Information Theory v.36 The Wavelet Transform, Time - Frequency Localization and Signal Analysis Daubechies, I.
  6. Trans. Amer. Math. Soc. v.315 Multliresolution Approximation and Wavelets Mallat, S.
  7. Digital Picture Processing 1 Rosenfeld, A.;Kak, A.
  8. CBMS-NSF REgional Conference Series in Applied Mathematics v.91 Ten Lectures on Wavelets Daubechies, I.
  9. A Wavelet Tour of Signal Processing Mallat, S.
  10. IEEE Transactions on Information THeory, Special Issue on Wavelet Transforms and Multiresolution Analysis v.38 no.2 Image Compression through Wavelet Transform Coding DeVore, R.;Jawerth, B.;Lucier, B.
  11. Biometrika v.81 Ideal Spatial Adaptation by Wavelet Shrinkage Donoho, D.;Johnstone, I.
  12. J. Amer. Atatist. Assoc. v.90 Adapting to Unknown Smoothess via Wavelet Shrinkage Donoho, D.;Johnstone, I.
  13. IEEE Transactions on Image Processing v.7 no.3 Nonlinear Wavelet Image Processign : Variationl Problems, Compression, and Noise Removal through Wavelet Shrinkage Chambolle, A.;DeVore, R.;Lee, N.-Y,;Lucier,B.