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To the question of the minimal number of inputs for linear differential algebraic systems

Авторы: Shcheglova A.A.

Журнал: Siberian Mathematical Journal

Том: 51

Номер: 2

Год: 2010

Отчётный год: 2010


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Аннотация: We examine a control linear system of ordinary differential equations with an identically degenerate matrix coefficient of the derivative of the unknown vector function. We study the question of the minimal dimension of the control vector when the system could be fully controllable on any segment in the domain of definition. The problem is investigated in the cases of stationary systems and the systems with real analytic and smooth coefficients for which some structural forms can be defined.

Индексируется WOS: 1

Индексируется Scopus: 0

Индексируется РИНЦ: 0

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