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NONLOCAL STABILIZATION OF THE NORMAL EQUATION CONNECTED WITH HELMHOLTZ SYSTEM BY STARTING CONTROLстатья Электронная публикация
- Авторы: Fursikov A.V., Shatina L.S.
- Сборник: arXiv: 1609.08679v1[math.OC]27 Sep.2016
- Серия: Series arxive "math"
- Год издания: 2016
- Первая страница: 1
- Последняя страница: 50
- Аннотация: We consider the semilinear parabolic equation of normal type con- nected with the 3D Helmholtz equation with periodic boundary condition. The problem of stabilization to zero of the solution for normal parabolic equation with arbitrary initial condition by starting control is studied. This problem is reduced to establishing three inequalities connected with starting control, one of which has been proved in previous publications. The proof for the other two is given here.
- Добавил в систему: Фурсиков Андрей Владимирович