📄 isoscale.m
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% normalize the coordinates to zero mean and isotropic scaling
% and return the normalizing transformation
function [xn, A] = isoscale(xim);
t = mean(xim')';
s = std(xim')';
xn(1,:) = (1/s(1))*(xim(1,:) - t(1));
xn(2,:) = (1/s(2))*(xim(2,:) - t(2));
xn(3,:) = xim(3,:);
% xn
% mm = mean(xn')'
% ss = std(xn')'
A = [1/s(1) 0 -t(1)/s(1);
0 1/s(2) -t(2)/s(2);
0 0 1];
% A = chol(inv(xim*xim'/size(xim,2)));
% xn = A*xim;
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