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LikeMath
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Hi there!
Let A be a square matrix of order n.
It is well known that if we have n distinct eigenvalues then we surely have n distinct eigenvectors. But if there are repeated eigenvalues then the tow possibilities may happen.
My question is: How can I know that do the eigenvectors are distinct or not?
Thank you very much.
Let A be a square matrix of order n.
It is well known that if we have n distinct eigenvalues then we surely have n distinct eigenvectors. But if there are repeated eigenvalues then the tow possibilities may happen.
My question is: How can I know that do the eigenvectors are distinct or not?
Thank you very much.