Optimal control of boundary value problems on both ends of the time interval

Автор: Khoroshilova E.V.
Сборник: Optimization and Applications (OPTIMA-2013)
Серия: IV International Conference on Optimization Methods and Applications
Тезисы
Год издания: 2013
Место издания: Вычислительный центр им. А.А.Дородницына РАН Москва
Первая страница: 94
Последняя страница: 95
Аннотация: There is considered an optimal control problem for a fixed time interval with a free right end. The dynamics of absolutely continuous trajectories is described by a system of linear differential equations. Controls are assumed to be bounded in the norm of L_2^r. The ptoblem is to determine such a control that the corresponding trajectory has being started from point x_0^* and reached the point x_1^*. The initial and terminal values of trajectory are given implicitly as the solutions of convex optimization problems with linear boundary constraints and have to be found.
Добавил в систему: Хорошилова Елена Владимировна

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