Resolution Space, Networks, and Non-Self-Adjoint Spectral Theory II.
TEXAS TECH UNIV LUBBOCK INST FOR ELECTRONICS SCIENCE
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This report summarizes research done in which the theory of operators defined on a Hilbert resolution space is applied to problems arising in system theory. Specific topics include Wiener-Hopf filtering, generalizations of the Nyquist stability criterion to nonlinear and time-varying systems, and a formulation of the theory of systems subjected to relativistic effects. Author
- Statistics and Probability