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Wavelet Packet Decomposition: Wpd, Wavelet, Discrete Wavelet Transform -

English
2026-03-20
€179.62 €224.53

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High Quality Content by WIKIPEDIA articles! For n levels of decomposition the WPD produces 2n different sets of coefficients (or nodes) as opposed to (3n + 1) sets for the DWT. However, due to the downsampling process the overall number of coefficients is still the same and there is no redundancy. From the point of view of compression, the standard wavelet transform may not produce the best result, since it ... Full description

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High Quality Content by WIKIPEDIA articles! For n levels of decomposition the WPD produces 2n different sets of coefficients (or nodes) as opposed to (3n + 1) sets for the DWT. However, due to the downsampling process the overall number of coefficients is still the same and there is no redundancy. From the point of view of compression, the standard wavelet transform may not produce the best result, since it is limited to wavelet bases that increase by a power of two towards the low frequencies. It could be that another combination of bases produce a more desirable representation for a particular signal. The best basis algorithm by Coifman and Wickerhauser finds a set of bases that provide the most desirable representation of the data relative to a particular cost function (e.g. entropy).

More Information

Publisher OmniScriptum
Release year 2026
Cover type Softcover
EAN 9786131189869
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€179.62 €224.53