The Eigenvalues of an N X N Complex Matrix


    A are the roots of the n th degree polynomial det(A-λI) = 0. Further the positive square roots of the eigenvalues of the positive semidefinite matrix A*A are defined as singular values of A. Our main interest is in matrix inequalities especially in those involving eigenvalues, singular values, determinants or norms. These are difficult to compute. It is… (More)


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    @inproceedings{TheEO, title={The Eigenvalues of an N X N Complex Matrix}, author={} }