📄 rwtscale.m
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function scale = CWTscale(sig,cwt)
% CWTscale -- Complement to Continuous Wavelet Transform
% Usage
% scale = CWTscale(sig,cwt);
% Inputs
% sig 1-d signal
% cwt continous wavelet transform of sig, Output from CWT(sig)
% Outputs
% scale complement of continuous wavelet Transform of sig
% Side Effects
% Description
% scale = fft(sig) - sum(columns of cwt)
% Algorithm
%
% Examples
% N = 1024; % signal length;
% nvoice = 12;
% % create a Brownian
% CantorMeasure = MakeFractal(N,3,'Deterministic',[.5 0 .5]);
% Devil = cumsum(CantorMeasure); t = (.5:(N-.5))./N;
% figure; plot(t, Devil); title(sprintf(' Devil Staircase Signal'));
% % make CWT
% Devil_cwt = CWT(Devil,nvoice,'Sombrero');
% % complement to CWT
% scale = CWTscale(Devil,Devil_cwt);
% plot(real(scale));
% See Also
% CWT iCWT
% References
% Mallat, "Wavelet Signal Processing"; 4.?.?
%
sz = size(cwt);
fftsig = fft(sig(:));
for i = 1:sz(2),
fftsig = fftsig - fft(cwt(:,i));
end;
scale = (ifft(fftsig));
%
% Copyright (c) 1996. Xiaoming Huo
%
%% Part of Wavelab Version 850% Built Tue Jan 3 13:20:39 EST 2006% This is Copyrighted Material% For Copying permissions see COPYING.m% Comments? e-mail wavelab@stat.stanford.edu
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