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Integrated task-specific wavelets and best-basis search for image compression

4 Integrated task-specific wavelets and best-basis search for image compression [Pg.473]

As stated in the previous section, optimal wavelet image compression can be achieved by integrating the process of wavelet construction with best-basis search. The best-basis search using a standard off-the-shelf Coifman wavelet (Nf = 2) for four levels is shown in Fig. II. In this case the threshold cost function used was simply the constant value 0.2. The resulting compression ratio obtained was 9.50. [Pg.473]

The authors would like to thank Dr S. Aeberhard for generating the results for the integrated task-specific wavelet construction and best-basis search. [Pg.477]

Witten, R. Neal and J. Cleary, Arithmetic Coding for Data Compression, Computer Practices, 30 (1987). 520-540. [Pg.477]

Ziv and A. Lempel, A universal algorithm for sequential data compression, IEEE Transactions on Information Theory, 23 (1977). 337-343. [Pg.477]




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Basis for

Best-basis

For Integrals

Image compression

Integrity basis

Task integration

Task-specific

Tasks

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