I n - 大葉大學
... Further, since cA is n n matrix, the characteristic polynomial of A is of degree n. The characteristic equation has n roots, implying that cA has n eigenvalues. The eigenvalues of cA are therefore c1, …, cn with corresponding eigenvectors X1, …,Ch5_14 ...
... Further, since cA is n n matrix, the characteristic polynomial of A is of degree n. The characteristic equation has n roots, implying that cA has n eigenvalues. The eigenvalues of cA are therefore c1, …, cn with corresponding eigenvectors X1, …,Ch5_14 ...
