Theory of Linear Dissipative Scattering Systems with Discrete Time and with Space States of the Class π k |
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| Authors: | S. M. Saprikin |
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| Affiliation: | (1) South Ukrainian State Pedagogical University, Odessa |
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| Abstract: | An arbitrary operator-valued function from the generalized Shur class is realized as the transfer function of a minimal optimal and minimal *-optimal dissipative scattering system with the Pontryagin state space. These results generalize Arov's results for the case of the Hilbert state space. Bibliography: 11 titles. |
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