📄 enttim.m
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function ah=enttim(X,lns)
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%
% Calculate time-entropy of CA configuration
%
%
% Fist Coded 5 June 1998
% Last Modefied 5 June 1998
%
% Copyright (c)
% T. Suzudo JAERI-CAIL
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Argument
% X : CA Matrix x time
% lns ; state per cell
%
% Variables
% ah : average time entropy
% tn: total number per state
% nx: x-number of local sites
% ny: y-number of local sites
% ps : number of state per patch
% Matrix size
nlx = size(X,1);
nly = size(X,2);
tfin = size(X,3);
if ~(nlx==nly) erorr('ERROR: Rectangle Matrix is not allowed.')
else nl=nlx;
end
sk=[1:2:tfin];
sk1=[2:2:tfin];
tp = fix(size(X,3)/2);
Y=zeros(nl,nl,tp);
% how many states?
% We take 2 patchs, so
ps = lns^2;
% Calculate the probability
Y = X(:,:,sk) + 2*X(:,:,sk1);
h = zeros(nl);
for ii=0:ps-1
tn = sum(~(Y-ii),3);
h = h - (tn/tp).*log(max(tn/tp,0.001))/log(ps);
end
ah=mean(mean(h));
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