Inquiry: Wavelet factorisation / Daubechies method /

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  • Thread starter Thread starter MednataMiza
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    Method Wavelet
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SUMMARY

The discussion centers on constructing a non-standard wavelet filter using the factorization technique based on the Daubechies method. The user seeks guidance on obtaining wavelet coefficients and expresses difficulty in finding relevant tutorials or resources. They have reviewed literature by Ingrid Daubechies and works by Paul Abbott and Mark Maslen but still require assistance in applying the factorization method effectively. A promising paper was shared, which may provide additional insights.

PREREQUISITES
  • Understanding of wavelet transforms and their applications
  • Familiarity with the Daubechies wavelet family
  • Knowledge of factorization techniques in signal processing
  • Experience with mathematical concepts related to wavelet coefficients
NEXT STEPS
  • Study the paper by Ingrid Daubechies on factoring wavelet transforms into lifting steps
  • Explore tutorials on constructing wavelet filters using the Daubechies method
  • Research examples of wavelet coefficient extraction techniques
  • Investigate additional resources or papers by Paul Abbott and Mark Maslen on wavelet factorization
USEFUL FOR

Researchers, signal processing engineers, and developers interested in advanced wavelet analysis and filter design techniques.

MednataMiza
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I need to construct a non-standard wavelet filter using the factorisation technique / Daubechies method / applied to the wavelet family / any /. I need to obtain the wavelet coefficients.
The problem is I can't even find a tutorial on how to perform the factorisation method.
I've read Ingird Daubechies Paper on factoring wavelet transforms into lifting steps, read everything Paul Abbott and Mark Maslen wrote and still can't even figure out if I am on the right track.
Everything is welcome: tutorials, guides, examples :)

Thanks !
 
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