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📄 reconsfpyrlevs.m

📁 matlab的steel金字塔小波分解源代码
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% RESDFT = reconSFpyrLevs(PYR,INDICES,LOGRAD,XRCOS,YRCOS,ANGLE,NBANDS,LEVS,BANDS)%% Recursive function for reconstructing levels of a steerable pyramid% representation.  This is called by reconSFpyr, and is not usually% called directly.% Eero Simoncelli, 5/97.function resdft = reconSFpyrLevs(pyr,pind,log_rad,Xrcos,Yrcos,angle,nbands,levs,bands);lo_ind = nbands+1;dims = pind(1,:);ctr = ceil((dims+0.5)/2);%  log_rad = log_rad + 1;Xrcos = Xrcos - log2(2);  % shift origin of lut by 1 octave.if any(levs > 1)  lodims = ceil((dims-0.5)/2);  loctr = ceil((lodims+0.5)/2);  lostart = ctr-loctr+1;  loend = lostart+lodims-1;  nlog_rad = log_rad(lostart(1):loend(1),lostart(2):loend(2));  nangle = angle(lostart(1):loend(1),lostart(2):loend(2));  if  (size(pind,1) > lo_ind)    nresdft = reconSFpyrLevs( pyr(1+sum(prod(pind(1:lo_ind-1,:)')):size(pyr,1)),...	pind(lo_ind:size(pind,1),:), ...	nlog_rad, Xrcos, Yrcos, nangle, nbands,levs-1, bands);  else    nresdft = fftshift(fft2(pyrBand(pyr,pind,lo_ind)));  end  YIrcos = sqrt(abs(1.0 - Yrcos.^2));  lomask = pointOp(nlog_rad, YIrcos, Xrcos(1), Xrcos(2)-Xrcos(1), 0);  resdft = zeros(dims);  resdft(lostart(1):loend(1),lostart(2):loend(2)) = nresdft .* lomask;else  resdft = zeros(dims);end	if any(levs == 1)  lutsize = 1024;  Xcosn = pi*[-(2*lutsize+1):(lutsize+1)]/lutsize;  % [-2*pi:pi]  order = nbands-1;  %% divide by sqrt(sum_(n=0)^(N-1)  cos(pi*n/N)^(2(N-1)) )  const = (2^(2*order))*(factorial(order)^2)/(nbands*factorial(2*order));  Ycosn = sqrt(const) * (cos(Xcosn)).^order;  himask = pointOp(log_rad, Yrcos, Xrcos(1), Xrcos(2)-Xrcos(1),0);  ind = 1;  for b = 1:nbands    if any(bands == b)      anglemask = pointOp(angle,Ycosn,Xcosn(1)+pi*(b-1)/nbands,Xcosn(2)-Xcosn(1));      band = reshape(pyr(ind:ind+prod(dims)-1), dims(1), dims(2));      banddft = fftshift(fft2(band));      resdft = resdft + (sqrt(-1))^(nbands-1) * banddft.*anglemask.*himask;    end    ind = ind + prod(dims);  endend

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