📄 toufig14.m
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% toufig14 -- Tour Figure 14: Depict Deconvolution in Wavelet Domain
%
% The Figure depicts the wavelet deconvolution of Figure 2 in the
% wavelet domain.
%
% Again, the noise is very large at high resolution. The resolution-
% dependent thresholds increase with the reciprocal of resolution
% in an appropriate way,
%
global Bumps %AM 10/05
global w wb ws
% clf;
%
zBumps = cumsum(Bumps); %AM 10/05
x = zBumps + WhiteNoise(zBumps); %AM 10/05
z = diff([0 x]); %AM 10/05
QMF_Filter = MakeONFilter('Coiflet',3); %AM 10/05
w = FWT_PO(z, 5,QMF_Filter); %AM 10/05
ws = InvShrink(w,5,4,1); %AM 10/05
wb = FWT_PO(Bumps,5,QMF_Filter); %AM 10/05
%
subplot(221);
WaveCoeffLim(wb,0.,5,-.5,1.5); title('14 (a) WT[Object]')
%
subplot(222);
WaveCoeffLim(w ,0.,5,-.5,1.5); title('14 (b) WT[Naive Reconstruction]')
%
subplot(223);
WaveCoeffLim(ws,0.,5,-.5,1.5); title('14 (c) WT[ WVD Reconstruction ]')
%% Part of Wavelab Version 850% Built Tue Jan 3 13:20:42 EST 2006% This is Copyrighted Material% For Copying permissions see COPYING.m% Comments? e-mail wavelab@stat.stanford.edu
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