Homepage › Solution manuals › Sheldon Axler › Linear Algebra Done Right › Exercise 5.C.8
Exercise 5.C.8
Answers
Proof. Assume has other eigenvalues besides (otherwise there is nothing to prove). Then, since and by part (d) of 5.41, has only one eigenvalue besides . Therefore at least between and is invertible. □
2017-10-06 00:00