Name: Absolute Stability and Hyperstability of a Class of Hereditary Systems
Keywords: Control problems for functional-differential equations, delays, Popov inequalities, nonlinear controllers, absolute stability, Popov-type stability of feedback systems, hyperstability

Absolute stability and hyperstability of a class of hereditary systems

descriptionPublicationkeyboard_double_arrow_right Article 01 Jan 1998Publisher:Lithuanian Academy of Sciences, Institute of Mathematics and Informatics, VilniusJournal:Informatica, volume 9 (issn: 0868-4952, eissn: 1822-8844,

Authors: de la Sen, Manuel; Jugo, Josu;

doi: 10.3233/inf-1998-9206

Absolute Stability and Hyperstability of a Class of Hereditary Systems

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Abstract

This paper extends some basic results on absolute stability and hyperstability from linear plants subject to a wide class of nonlinear controllers to plants having delays in the state while being controlled by the same classes of nonlinear controllers. The stability results have been interpreted in terms of positive realness conditions on transfer functions.

Keywords

Control problems for functional-differential equations, delays, Popov inequalities, nonlinear controllers, absolute stability, Popov-type stability of feedback systems, hyperstability

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