📄 hough(old).m
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function h = hough(f)
%Function to perform Hough Transform on an image
%Inputs: f
%Returns: h
%
%f: It is the input image.
%h: It is the accumulator array
%
%Example:
% h = Hough(image);
% This call takes image as input and returns accumulator array
%dtheta specifies the spacing (in degress) of the hough tranform bins along the theta axis
%drho specifies the spacing of the hough trnsform bins along the rho axis
if nargin<3
drho = 1;
end
if nargin<2
dtheta = 1;
end
f = double(f);
[M, N] = size(f);
theta = linspace(-90, 0, ceil(90/dtheta)+1);
theta = [theta -fliplr(theta(2:end-1))];
ntheta = length(theta);
D = sqrt((M-1)^2 + (N-1)^2);
q = ceil(D/drho);
nrho = 2*q-1;
rho = linspace(-q*drho, q*drho, nrho);
[x, y, val] = find(f);
x = x-1;
y = y-1;
h = zeros(nrho, length(theta));
%To avoid excessive memory usage, process 1000 nonzero pixel values at a time
for k=1:ceil(length(val)/1000)
first = (k-1)*1000+1;
last = min(first+999, length(x));
x_matrix = repmat(x(first:last), 1, ntheta);
y_matrix = repmat(y(first:last), 1, ntheta);
val_matrix = repmat(val(first:last), 1, ntheta);
theta_matrix = repmat(theta, size(x_matrix, 1), 1)*pi/180;
rho_matrix = x_matrix .* cos(theta_matrix) + y_matrix .* sin(theta_matrix);
slope = (nrho-1)/(rho(end)-rho(1));
rho_bin_index = round(slope*(rho_matrix-rho(1))+1);
theta_bin_index = repmat(1:ntheta, size(x_matrix, 1), 1);
h = h + full(sparse(rho_bin_index(:), theta_bin_index(:), val_matrix(:), nrho, ntheta));
end
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