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function [pe hist c] = pec(y,m,t)

%  Calculate the permutation entropy

%  Input:   y: time series;
%           m: order of permuation entropy
%           t: delay time of permuation entropy,

% Output:
%           pe:    permuation entropy
%           hist:  the histogram for the order distribution

%Ref: G Ouyang, J Li, X Liu, X Li, Dynamic Characteristics of Absence EEG Recordings with Multiscale Permutation %     %                             Entropy Analysis, Epilepsy Research, doi: 10.1016/j.eplepsyres.2012.11.003
%     X Li, G Ouyang, D Richards, Predictability analysis of absence seizures with permutation entropy, Epilepsy %     %                            Research,  Vol. 77pp. 70-74, 2007



ly = length(y);
permlist = perms(1:m);
c(1:length(permlist))=0;

for j=1:ly-t*(m-1)
     [a,iv]=sort(y(j:t:j+t*(m-1)));
     for jj=1:length(permlist)
         if (abs(permlist(jj,-iv))==0
             c(jj) = c(jj) + 1 ;
         end
     end
end

hist = c;

c=hist(find(hist~=0));
p = c/sum(c);
pe = -sum(p .* log(p));
% normalizedpe=pe/log(factorial(m));


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