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Nonlocal stabilization by starting control for parabolic equations of normal type connected with 3d Helmholtz Systemдоклад на конференции
- Автор: Fursikov A.V.
- Международная Конференция : COPDE-2015, Conference on Partial Differential Equations, March 25 - 29, 2015
- Даты проведения конференции: 25-29 марта 2015
- Дата доклада: 27 марта 2015
- Тип доклада: Устный
- Докладчик: Fursikov A.V.
- Место проведения: Мюнхен, Germany
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Аннотация доклада:
We consider normal parabolic equations (NPE) connected with 3D Helmholtz equations whose nonlinear term B(v) is orthogonal projection of nonlinear term for Helmholtz system on the ray generated by vector v. We will recall structure of dynamical flow for this NPE and explain why this NPE can be interesting. Our main goal is to study nonlocal stabilization problem for NPE introduced above by starting control supported on arbitrary fixed subset with nonempty interior. The main steps of solution to this problem will be discussed.
- Добавил в систему: Фурсиков Андрей Владимирович