📄 sofm.m
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% ==========================================================
%
% Neural Networks A Classroom Approach
% Satish Kumar
% Copyright Tata McGraw Hill, 2004
%
% MATLAB code that implements the SOFM algorithm
% Reference: Table 12.8;Page 561
%
% ==========================================================
% MATLAB PROGRAM TI SIMULATE THE SELF ORGANIZING FEATURE MAP
clear all
numpats = 500;
data = 2*[rand(1,numpats);rand(1,numpats)]-1;
figure(1);
plot(data(1,:),data(2,:),'b.');
drawnow
maxneuron=8; % max number of neurons on an axis
instarx=2*rand(maxneuron)-1; % initialise wts
instary=2*rand(maxneuron)-1;
nbd = 6; % define the max nbd size
contractnbd = 1; % define contraction rates
count = 0; % count to contract every 200 epochs
figure(2);
axis([-1 1 -1 1]);
for epoch = 1:numpats*maxneuron
count = count + 1;
eta=0.9*(1 - epoch/1000);
if (epoch > 999) eta = 0.005;
end
for p = 1:numpats
for indx = 1:maxneuron
for indy = 1:maxneuron
dist(indx,indy)=sqrt((instarx(indx,indy)-data(1,p))^2 ...
+ (instary(indx,indy)-data(2,p))^2);
end
end
[val1,rows]=min(dist);
[val2,cols]=min(val1);
indxmin=rows(cols);
indymin=cols;
for i=indxmin-nbd:indxmin+nbd
for j=indymin-nbd:indymin+nbd
if((i >= 1)&(i<=maxneuron)&(j>=1)&(j<=maxneuron))
instarx(i,j)=instarx(i,j)+eta*(data(1,p)-instarx(i,j));
instary(i,j)=instary(i,j)+eta*(data(2,p)-instary(i,j));
end
end
end
end
for i=1:maxneuron
plot(instarx(i,:),instary(i,:),'b.');
end
for i=1:maxneuron
for j=1:maxneuron
nb=[1 i-1 j
2 i+1 j
3 i j-1
4 i j+1];
for k=1:4
if((nb(k,2)>=1)&(nb(k,2)<=maxneuron)&(nb(k,3)>=1)&(nb(k,3)<=maxneuron))
line([instarx(i,j),instarx(nb(k,2),nb(k,3))],...
[instary(i,j),instary(nb(k,2),nb(k,3))]);
end
end
end
end
drawnow
if count == 200
nbd = nbd - contractnbd;
if (nbd < 1) nbd = 1;
end
count = 0;
end
epoch
end
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