Check the following piece of code.
r = magic(5);w = bartlett(5);for j=1:10 b1(j)=sum(r(1,:).*w'*j); b2(j)=sum(r(2,:).*w'*j); b3(j)=sum(r(3,:).*w'*j); b4(j)=sum(r(4,:).*w'*j); b5(j)=sum(r(5,:).*w'*j);endb = [b1;b2;b3;b4;b5];
each b1,b2,b3,b4,b5 is a vector of size 1×10 and the final result I am looking for is a vector b of size 5×10 .
I was wondering if there is a more robust way to create b rather than the paradigm above.
Best Answer