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Numerical Solution to a Control Problem for Integro-Differential Equations
Дата публикации
1 февраля 2020 г.
Тип
journal article
Издатель
Pleiades Publishing
Том
60
Выпуск
2
Первая страница
203
Последняя страница
221
ISSN
0965-5425
Аннотация
Abstract A control problem for an integro-differential equation is approximated by a problem with parameter for a loaded differential equation. A mutual relationship between the qualitative properties of the original and approximate problems is obtained, and estimates for the differences between their solutions are given. A numerical-approximate method for solving the control problem for the integro-differential equation is proposed, and the convergence, stability, and accuracy of the method are examined.
Области науки (FoS)