On the regularization of a matrix differential-algebraic boundary-value problem


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Abstract

The conditions of regularization and the structure of generalized Green’s operator for a re-gularized linear matrix differential-algebraic boundary-value problem are found. To solve the problem of regularization of a generalized matrix differential-algebraic boundary-value problem, the original conditions of solvability and the structure of the general solution of a matrix equation of the Sylvester type are used.

About the authors

Sergei M. Chuiko

Donbas State Pedagogical University

Author for correspondence.
Email: chujko-slav@inbox.ru
Ukraine, Slavyansk

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