Courant Minimax Principle - Natural & Formal Sciences - Mathematics & Logic Dictionary Definition A variational characterization of the ordered eigenvalues of a self-adjoint (Hermitian) operator or symmetric matrix: the k-th smallest eigenvalue equals a minimax of the Rayleigh quotient over k-dimensional subspaces.
Courant Minimax Principle - Natural & Formal Sciences - Mathematics & Logic Dictionary Definition A variational characterization of the ordered eigenvalues of a self-adjoint (Hermitian) operator or symmetric matrix: the k-th smallest eigenvalue equals a minimax of the Rayleigh quotient over k-dimensional subspaces.