Absolute Stability Methods

Joaquin  Carrasco; William Heath; Peter Seiler

doi:10.1016/B978-0-443-14081-5.00065-9

Absolute Stability Methods

Joaquin Carrasco, William Heath, Peter Seiler

EEE - Academic & Research

Research output: Chapter in Book/Conference proceeding › Entry for encyclopedia/dictionary

Abstract

Absolute stability concerns the feedback interconnection of two causal systems: one being linear time-invariant, and the other belonging to a specific class. Its study has been the source for many important results in systems theory from the Popov criterion and so-called KYP Lemma in the 1960s through to applications of Integral Quadratic Constraint theory in the present day.

Original language	English
Title of host publication	Encyclopedia of Systems and Control Engineering
Number of pages	16
DOIs	https://doi.org/10.1016/B978-0-443-14081-5.00065-9
Publication status	Published - 2025

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title = "Absolute Stability Methods",

abstract = "Absolute stability concerns the feedback interconnection of two causal systems: one being linear time-invariant, and the other belonging to a specific class. Its study has been the source for many important results in systems theory from the Popov criterion and so-called KYP Lemma in the 1960s through to applications of Integral Quadratic Constraint theory in the present day.",

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AU - Heath, William

AU - Seiler, Peter

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AB - Absolute stability concerns the feedback interconnection of two causal systems: one being linear time-invariant, and the other belonging to a specific class. Its study has been the source for many important results in systems theory from the Popov criterion and so-called KYP Lemma in the 1960s through to applications of Integral Quadratic Constraint theory in the present day.

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DO - 10.1016/B978-0-443-14081-5.00065-9

M3 - Entry for encyclopedia/dictionary

BT - Encyclopedia of Systems and Control Engineering

ER -

Absolute Stability Methods

Abstract

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