On the coneigenvalues and singular values of a complex square matrix |
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Authors: | Kh D Ikramov |
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Institution: | (1) Moscow State University, Moscow, Russia |
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Abstract: | It is shown that the coneigenvalues of a matrix, when properly defined (in a way different from the one commonly used in the
literature), obey relations similar to the classical inequalities between the (ordinary) eigenvalues and singular values.
Several interesting spectral properties of conjugate-normal matrices are indicated. This matrix class plays the same role
in the theory of unitary congruences as the class of normal matrices plays in the theory of unitary similarities. Bibliography:
5 titles.
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Translated from Zapiski Nauchnykh Seminarov POMI, Vol. 334, 2006, pp. 111–120. |
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Keywords: | |
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