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Passification of Non-square Linear Systems and Feedback ...
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由 A Fradkov 著作2003被引用 233 次 — Simple description of a broad subclass of passifying feedbacks is proposed. The proofs are based on a version of the celebrated Yakubovich-Kalman-Popov lemma.
Passification of Non-square Linear Systems and Feedback ...
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由 A Fradkov 著作2003被引用 233 次 — Therefore, Theorem 4 deals with the existence of a feedback rendering the system satisfy conditions of Yakubovich±Kalman±Popov lemma. In other words ...
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PASSIFICATION OF NONSQUARE LINEAR SYSTEMS
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由 A Fradkov 著作被引用 15 次 — New output G- passifiability conditions for nonsquare linear systems are given. The proofs are based on Yakubovich-Kalman-Popov (Kalman-. Yakubovich) lemma. 1 ...
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Passification of Non-square Linear Systems and Feedback ...
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Simple description of a broad subclass of passifying feedbacks is proposed. The proofs are based on a version of the celebrated Yakubovich-Kalman-Popov lemma.
Passification of nonsquare linear systems
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New output G-passifiability conditions for nonsquare linear systems are given. The proofs are based on Yakubovich-Kalman-Popov (Kalman-Yakubovich) lemma.
Passification of Non-square Linear Systems and Feedback ...
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Discussion on: “Passification of Non-square Linear Systems and Feedback Yakubovich-Kalman-Popov Lemma”. December 2003; European Journal of Control 9(6):587 ...
(PDF) Passification Conditions for Non-square Linear Systems
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This paper presents theory for extension of the Yakubovich-Kalman-Popov (YKP) lemma for stability analysis relevant for observer-based feedback control systems.
[PDF] Passification of nonsquare linear systems
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Passification of Non-square Linear Systems and Feedback Yakubovich - Kalman - Popov Lemma · Synchronization of passifiable linear networks by output feedback.
Passification of nonsquare linear systems
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New output G-passifiability conditions for nonsquare linear systems are given. The proofs are based on Yakubovich-Kalman-Popov (Kalman-Yakubovich) lemma.
Discussion on: “Passification of Non-square Linear Systems and ...
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Discussion on: “Passification of Non-square Linear Systems and Feedback Yakubovich-Kalman-Popov Lemma”. by Vladimir B RASVAN. 2003, European Journal of ...