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

Abstract EN

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.