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The minimum number of inputs required for the controllability of linear differential algebraic equations

Авторы: Shcheglova A.A.

Журнал: AIP Conf. Proc. of Intern. Conf. on Numerical Analysis & Applied Mathematics (Rethymno, Crete (Greece), September 18–22, 2009)

Том: 1168


Год: 2009

Отчётный год: 2009


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Аннотация: Linear control differential algebraic equations are considered. The issue of minimum dimension of the control vector necessitated for complete controllability of the system on any closed interval from the domain of definition is investigated. The problem is analyzed in connection with the time invariant systems having regular matrix pencils and also systems with real-analytic or smooth coefficients, which possess some structural forms.

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