In the behavioral approach, a linear time-invariant (LTI) delay-differential system is naturally introduced [6] as a continuous-time system whose dynamics are governed by a set of delay-differential equations, involving both pointed and distributed delay operators. For this class of systems the notion of autonomy is introduced and characterized. Finally, asymptotic stability of autonomous delay-differential systems is investigated.
On the stability of delay-differential systems in the behavioral framework
VALCHER, MARIA ELENA
2001
Abstract
In the behavioral approach, a linear time-invariant (LTI) delay-differential system is naturally introduced [6] as a continuous-time system whose dynamics are governed by a set of delay-differential equations, involving both pointed and distributed delay operators. For this class of systems the notion of autonomy is introduced and characterized. Finally, asymptotic stability of autonomous delay-differential systems is investigated.File in questo prodotto:
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