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Construction of nonstandart Wavelet filter
Posted:
Jan 21, 2013 12:06 AM


Hello ! I need to give a presentation about image compression and Mathematica. The last topic is construction of nonstandard wavelet filter using Daubechies method / factorization /, compress the image, plot scaling/translates and do a relative error versus compression ratio diagram. I know how to do the factorization in a pure mathematical way, but don't have a clue how to do this in Mathematica and the whole "create a wavelet filter". Should I define my own wavelet, following this tutor or should I define a procedure
http://reference.wolfram.com/mathematica/tutorial/DefiningYourOwnWavelet.html
I have already created the plots of the scaling/translates of a standard filter / Daubechies wavelet /, so that's the easiest part.
Any tutorials, papers, tips, info or Mathematica notebooks are appreciated !
Thank you !



