Math @ Duke
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Publications [#348056] of Ingrid Daubechies
Papers Published
- Daubechies, I, Recent results in wavelet applications,
Proceedings of SPIE - The International Society for Optical Engineering, vol. 3391
(March, 1998),
pp. 2-9 [doi]
(last updated on 2024/11/08)
Abstract: We present three recent developments in wavelets and subdivision: wavelet-type transforms that map integers to integers, with an application to lossless coding for images; rate-distortion bounds that realize the compression given by nonlinear approximation theorems for a model where wavelet compression outperforms the Karhunen-Loeve approach; and smoothness results for irregularly spaced subdivision schemes, related to wavelet compression for irregularly spaced data.
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