2019
DOI: 10.1002/rnc.4803
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Conic sector analysis using integral quadratic constraints

Abstract: Summary This paper interprets the Conic Sector stability results of Zames, and the multivariable generalizations provided by Safonov and Athans, in an integral quadratic constraint context. The ideas are formulated for the case where one element of a feedback interconnection is linear and the other satisfies a conic sector condition. This scenario allows the main stability results to be formulated using integral quadratic constraints, with all finite‐sector cases being captured using this framework. The stabil… Show more

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Cited by 3 publications
(1 citation statement)
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“…Previously, at this point, positivity of h(t) was invoked, but suppose this is not assumed; instead use will be made of the other version of the area inequality -inequality (20). From equation (33) it follows that…”
Section: Zames-falb Iqc For Monotone Nonlinearitiesmentioning
confidence: 99%
“…Previously, at this point, positivity of h(t) was invoked, but suppose this is not assumed; instead use will be made of the other version of the area inequality -inequality (20). From equation (33) it follows that…”
Section: Zames-falb Iqc For Monotone Nonlinearitiesmentioning
confidence: 99%