Same code I can successfully run in R2021b but in R2016a it is showing Error using - Matrix dimensions must agree. What should I change to run this in R2016a?

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function [facilities,R,Dij,E,C]=a(r1,r2,d1,d2,i,j)
tic
facilities=(1:i)';
R = randi([r1 r2],[i 2]);
R(:,2)=(R(:,1))+(R(:,2));
Dij=randi([d1 d2],[i,j]);
E=zeros(i,1);
E(:)=10^-6;
for m=1:i
for n=1:j
C = max((R(:,2)-Dij(:,:)),0)./max(max((R(:,2)-R(:,1)),(R(:,2)-Dij(:,:))),E(:,1));
n=n+1;
end
m=m+1;
end
toc
end
% Same code I can successfully run in R2021b but in R2016a it is showing Error using - Matrix dimensions must agree. What should I change to run this in R2016a?
  3 Commenti
Stephen23
Stephen23 il 8 Dic 2022
Modificato: Stephen23 il 8 Dic 2022
You can read more about implicit array expansion here:
The code throws an error on R2016a because it does not have implicit expansion.

Accedi per commentare.

Risposta accettata

DGM
DGM il 8 Dic 2022
Modificato: DGM il 8 Dic 2022
R2016b introduced implicit array expansion. You're relying on that. The loops are also unnecessary.
i = 10;
j = 5;
r1 = 1;
r2 = 10;
d1 = 1;
d2 = 10;
facilities=(1:i)';
R = randi([r1 r2],[i 2]);
R(:,2)=(R(:,1))+(R(:,2));
Dij=randi([d1 d2],[i,j]);
E=zeros(i,1);
E(:)=10^-6;
num = max(bsxfun(@minus,R(:,2),Dij),0);
den = max((R(:,2)-R(:,1)),E(:,1)); % these terms agree
den = bsxfun(@max,bsxfun(@minus,R(:,2),Dij),den);
C = num./den;
I tested this in R2015b

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