MATRIX DIFFERENTIAL-ALGEBRAIC BOUNDARY-VALUE PROBLEM WITH PULSED ACTION

摘要

We establish necessary and sufficient conditions for the existence of solutions of a linear matrix boundary-value problem for a system of matrix differential-algebraic equations with pulsed action. We also construct a generalized Green operator of linear boundary conditions for a system of matrix differential-algebraic equations with pulse action. To solve the matrix differential-algebraic boundary problem with pulsed action, we use the original conditions of solvability and the structure of the general solution of the linear matrix equation.