A Panorama of Modern Operator Theory and Related TopicsPseudospectral Functions for Canonical Differential Systems. II
A Panorama of Modern Operator Theory and Related Topics: Pseudospectral Functions for Canonical...
Rovnyak, J.; Sakhnovich, L. A.
2012-01-03 00:00:00
[A spectral theory is constructed for canonical differential systems whose Hamiltonians have selfadjoint matrix values. In contrast with the case of nonnegative Hamiltonians, eigenvalues in general can be complex, and root functions as well as eigenfunctions come into play. Eigentransforms are defined and turn out to be isometric on the span of root functions with respect to a suitably defined indefinite inner product on entire functions.]
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A Panorama of Modern Operator Theory and Related TopicsPseudospectral Functions for Canonical Differential Systems. II
[A spectral theory is constructed for canonical differential systems whose Hamiltonians have selfadjoint matrix values. In contrast with the case of nonnegative Hamiltonians, eigenvalues in general can be complex, and root functions as well as eigenfunctions come into play. Eigentransforms are defined and turn out to be isometric on the span of root functions with respect to a suitably defined indefinite inner product on entire functions.]
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