If v1,v2v_1, v_2v1,v2 are eigenvectors of AAA with distinct eigenvalues λ1,λ2\lambda_1, \lambda_2λ1,λ2, what is true?
v1v_1v1 and v2v_2v2 must be orthogonal.
v1v_1v1 and v2v_2v2 must be linearly independent.
v1v_1v1 and v2v_2v2 must be scalar multiples.
v1+v2v_1 + v_2v1+v2 is an eigenvector.