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CDC
2010
IEEE

On the dissipativity of pseudorational behaviors

10 years 6 months ago
On the dissipativity of pseudorational behaviors
This paper studies dissipativity for a class of infinite-dimensional systems, called pseudorational, in the behavioral context. A basic equivalence condition for dissipativity is established as a generalization of the finite-dimensional counterpart. For its proof, we derive a new necessary and sufficient condition for entire functions of exponential type (in the Paley-Wiener class) to be symmetrically factorizable. These results play crucial roles in characterizing dissipative behaviors and LQ-optimal behaviors in pseudorational settings.
Masaki Ogura, Yutaka Yamamoto, Jan C. Willems
Added 13 May 2011
Updated 13 May 2011
Type Journal
Year 2010
Where CDC
Authors Masaki Ogura, Yutaka Yamamoto, Jan C. Willems
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