📄 n_simp2.m
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% function y=n_simp2(x)
%
% Simplifies strings from tree_ga2 etc.
%
% Input
% x - population matrix
% Output
% y - simplified population martrix
function y_pop=n_simp2(x_pop)
[Q,R]=size(x_pop);
for i=1:Q,
x=x_pop(i,:);
% x=simple(x);
x=strrep(x,'[','');
x=strrep(x,']','');
x=strrep(x,'--','+');
x=strrep(x,'-+','-');
x=strrep(x,'+-','-');
x=strrep(x,'++','+');
x=strrep(x,'*-','*<-');
% Find all <'s, index them and replace them with ('s
I=findstr(x,'<');
new_x=x;
while I~=[],
x=strrep(x,'*<-','*(-');
new_x=x;
R=length(x);
% Find correct position for matching )
for j=1:length(I),
for k=I(j)+2:R,
if any(x(k)==['+-/*^'])==1 & x(k-1)~=['e'],
new_x=[new_x(1:k+j-1-1) ')' new_x(k+j-1-1+1:R+j-1)];
break
end
end
end
% x=simple(x);
x=strrep(x,'--','+');
x=strrep(x,'-+','-');
x=strrep(x,'+-','-');
x=strrep(x,'++','+');
x=strrep(x,'*-','*<-');
I=findstr(x,'<');
end
x=strrep(new_x,'p','exp');
x=strrep(x,'l','log');
x=strrep(x,'r','sqrt');
if i==1,
y_pop=x;
else
y_pop=str2mat(y_pop,x);
end
end
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