- #1

nomadreid

Gold Member

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## Main Question or Discussion Point

Given that any Hermitian matrix M can be transformed into a unitary matrix K = U

^{†}MU, for some unitary U, where U^{†}is the adjoint of U, what is the relationship (if any) between the eigenvectors and eigenvalues (if any) of the Hermitian matrix M and the eigenvectors and eigenvalues (if any) of the corresponding unitary matrix K?