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Re: Linear independence of eigenvectors
Posted:
Dec 6, 2012 2:44 AM
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On 05-12-2012 21:44, Shmuel (Seymour J.) Metz wrote:
>> A classical Linear Algebra exercise says: prove that _n_ >> eigenvectors of an endomorphism of some linear space with _n_ >> distinct eigenvalues are linear independent. > > I hope that you mean that the eigenvalues associated with the n > eigenvectors are distinct, not just that there are n distinct > eigenvalues of the endomorphism.
Yes, of course.
Best regards,
Jose Carlos Santos
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