If A(nxn)=(a(i,j)) is a Hermitian matrix, then show that for every i=1..n, there exists an eigenvalue λ of A, such that
|λ-a(i,i)|²+|a(i,i)|² <= |a(i,1)|²+|a(i,2)|²+...+|a(i,n)|²
Eigenvalue of Hermitian matrix
2013-04-10 7:53 am
回答 (1)
2013-04-17 4:51 am
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