Hello,

Thank you for replying to my previous inquiries. For now, I'm looking at the von neumann entropy of some variation of the Hubbard Hamiltonian, and I'm using the mps_optim application. Since the von Neumann entropy can be calculated, will I be able to access the eigenvalues of the reduced density matrices? If yes, how can I do that?

I would like to also do the same thing using the exact diagonalization, but there is no function, as far as I know, to calculate the non Neumann entropy. How can I access the eigenvalued of the reduced density matrices using the ALPS application for exact diagonalization?

Regards,