[Gretl-users] A: real matrix, Re(A) and Im(A) possible;

Hi all, I understand 'Data types not conformable for operation' but could it be that if A was a real matrix then Re(A) = A and Im(A) = zeros(.,.) ? I do not know how difficult that might be. At the moment it is not possible. The issue arose as I was experimenting with 'eigensym' and 'eiggen2'. The latter seems to be way faster than the eigensym for symmetric matrices (sorting eigenvalues considered). But this is another issue I will raise with a code example when it's ready. Yiannis