Solution Properties of Linear Descriptor (Singular) Matrix Differential Systems of Higher Order with (Non-) Consistent Initial Conditions

Solution Properties of Linear Descriptor (Singular) Matrix Differential Systems of Higher Order with (Non-) Consistent Initial Conditions

In some interesting applications in control and system theory, linear descriptor (singular) matrix differential equations of higher order with time-invariant coefficients and (non-) consistent initial conditions have been used. In this paper, we provide a study for the solution properties of a more...

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Veröffentlicht in:Abstract and Applied Analysis 2010-01, Vol.2010 (2010), p.1813-1836
Hauptverfasser: Pantelous, Athanasios A., Karageorgos, Athanasios D., Kalogeropoulos, Grigoris I., Arvanitis, Kostas G.
Format: Artikel
Sprache:eng
Schlagworte:
Agricultural engineering
Studies
System theory
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Zusammenfassung:In some interesting applications in control and system theory, linear descriptor (singular) matrix differential equations of higher order with time-invariant coefficients and (non-) consistent initial conditions have been used. In this paper, we provide a study for the solution properties of a more general class of the Apostol-Kolodner-type equations with consistent and nonconsistent initial conditions.
ISSN:1085-3375
1687-0409
DOI:10.1155/2010/897301