matlab removed

1 files changed, 0 insertions, 102 deletions

diff --git a/SD-VBS/benchmarks/texture_synthesis/src/matlab/buildSFpyr.m b/SD-VBS/benchmarks/texture_synthesis/src/matlab/buildSFpyr.m
deleted file mode 100755
index ae67206..0000000
--- a/SD-VBS/benchmarks/texture_synthesis/src/matlab/buildSFpyr.m
+++ /dev/null
@@ -1,102 +0,0 @@
-% [PYR, INDICES, STEERMTX, HARMONICS] = buildSFpyr(IM, HEIGHT, ORDER, TWIDTH)
-%
-% Construct a steerable pyramid on matrix IM, in the Fourier domain.
-% This is similar to buildSpyr, except that:
-%
-%    + Reconstruction is exact (within floating point errors)
-%    + It can produce any number of orientation bands.
-%    - Typically slower, especially for non-power-of-two sizes.
-%    - Boundary-handling is circular.
-%
-% HEIGHT (optional) specifies the number of pyramid levels to build. Default
-% is maxPyrHt(size(IM),size(FILT));
-%
-% The squared radial functions tile the Fourier plane, with a raised-cosine
-% falloff.  Angular functions are cos(theta-k\pi/(K+1))^K, where K is
-% the ORDER (one less than the number of orientation bands, default= 3).
-%
-% TWIDTH is the width of the transition region of the radial lowpass
-% function, in octaves (default = 1, which gives a raised cosine for
-% the bandpass filters).
-%
-% PYR is a vector containing the N pyramid subbands, ordered from fine
-% to coarse.  INDICES is an Nx2 matrix containing the sizes of
-% each subband.  This is compatible with the MatLab Wavelet toolbox.
-% See the function STEER for a description of STEERMTX and HARMONICS.
-
-% Eero Simoncelli, 5/97.
-% See http://www.cns.nyu.edu/~eero/STEERPYR/ for more
-% information about the Steerable Pyramid image decomposition.
-
-function [pyr,pind,steermtx,harmonics] = buildSFpyr(im, ht, order, twidth)
-
-%-----------------------------------------------------------------
-%% DEFAULTS:
-
-max_ht = floor(log2(min(size(im)))) - 2;
-
-if (exist('ht') ~= 1)
-  ht = max_ht;
-else
-  if (ht > max_ht)
-    error(sprintf('Cannot build pyramid higher than %d levels.',max_ht));
-  end
-end
-
-if (exist('order') ~= 1)
-  order = 3;
-elseif ((order > 15)  | (order < 0))
-  fprintf(1,'Warning: ORDER must be an integer in the range [0,15]. Truncating.\n');
-  order = min(max(order,0),15);
-else
-  order = round(order);
-end
-nbands = order+1;
-
-if (exist('twidth') ~= 1)
-  twidth = 1;
-elseif (twidth <= 0)
-  fprintf(1,'Warning: TWIDTH must be positive.  Setting to 1.\n');
-  twidth = 1;
-end
-
-%-----------------------------------------------------------------
-%% Steering stuff:
-
-if (mod((nbands),2) == 0)
-  harmonics = [0:(nbands/2)-1]'*2 + 1;
-else
-  harmonics = [0:(nbands-1)/2]'*2;
-end
-
-steermtx = steer2HarmMtx(harmonics, pi*[0:nbands-1]/nbands, 'even');
-
-%-----------------------------------------------------------------
-
-dims = size(im);
-ctr = ceil((dims+0.5)/2);
-
-[xramp,yramp] = meshgrid( ([1:dims(2)]-ctr(2))./(dims(2)/2), ...
-    ([1:dims(1)]-ctr(1))./(dims(1)/2) );
-angle = atan2(yramp,xramp);
-log_rad = sqrt(xramp.^2 + yramp.^2);
-log_rad(ctr(1),ctr(2)) =  log_rad(ctr(1),ctr(2)-1);
-log_rad  = log2(log_rad);
-
-%% Radial transition function (a raised cosine in log-frequency):
-[Xrcos,Yrcos] = rcosFn(twidth,(-twidth/2),[0 1]);
-Yrcos = sqrt(Yrcos);
-
-YIrcos = sqrt(1.0 - Yrcos.^2);
-lo0mask = pointOp(log_rad, YIrcos, Xrcos(1), Xrcos(2)-Xrcos(1), 0);
-imdft = fftshift(fft2(im));
-lo0dft =  imdft .* lo0mask;
-
-[pyr,pind] = buildSFpyrLevs(lo0dft, log_rad, Xrcos, Yrcos, angle, ht, nbands);
-
-hi0mask = pointOp(log_rad, Yrcos, Xrcos(1), Xrcos(2)-Xrcos(1), 0);
-hi0dft =  imdft .* hi0mask;
-hi0 = ifft2(ifftshift(hi0dft));
-
-pyr = [real(hi0(:)) ; pyr];
-pind = [size(hi0); pind];