📄 fndc.m
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function [ey,ex,minval] = fndc(IL,IS,nop) %[Y-Pos, X-Pos, Min-Value] = fndc(Larger Matrix, Smaller Matrix, #points to be found)
FL1 = double(IL(:,:,1));
FS1 = double(IS(:,:,1));
FL2 = double(IL(:,:,2));
FS2 = double(IS(:,:,2));
FL3 = double(IL(:,:,3));
FS3 = double(IS(:,:,3));
sf1=size(FL1);
sf2=size(FS1);
yf1=sf1(1);xf1=sf1(2);
yf2=sf2(1);xf2=sf2(2);
dy = yf1-yf2;
dx = xf1-xf2;
for ey = 1:dy;
for ex = 1:dx;
FF1 = FL1(ey:yf2+ey-1,ex:xf2+ex-1);
I1 = (FF1-FS1).^2;
k1 = (sum(sum(I1)));
FF2 = FL2(ey:yf2+ey-1,ex:xf2+ex-1);
I2 = (FF2-FS2).^2;
k2 = (sum(sum(I2)));
FF3 = FL3(ey:yf2+ey-1,ex:xf2+ex-1);
I3 = (FF3-FS3).^2;
k3 = (sum(sum(I3)));
k = k1+k2+k3;
avge(ey,ex) = k/((yf2)*(xf2));
end
end
clear ey;
clear ex;
% for i=1:nop
% minval(i) = min(min(avge));
% [ey(i),ex(i)]=find(avge == minval(i));
% avge(ey(i),ex(i)) = 1e9;
% end
minval = min(min(avge));
[eyy,exx]=find(avge == minval);
ex = exx(1);
ey = eyy(1);
%j = ey;
%i = ex;
end
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