Decomposition of Hessenberg DAE systems to state space form (Q1194507)

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scientific article; zbMATH DE number 64479
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Decomposition of Hessenberg DAE systems to state space form
scientific article; zbMATH DE number 64479

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    Decomposition of Hessenberg DAE systems to state space form (English)
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    27 September 1992
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    This paper deals with linear differential-algebraic systems \(E(t)z'(t)=A(t)z(t)+f(t)\) in Hessenberg form, where \(E(t)=E\) is a semiexplicit projector and \(A(t)\) is block upper Hessenberg. An algorithm for decomposing the solution into state and algebraic components is described, which yields significant information about the system.
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    symbolical decoupling
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    linear, time dependent differential-algebraic equation
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    decomposition
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    singular optimal control problems
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    linear differential-algebraic systems
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    Hessenberg form
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    algorithm
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