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Vector-valued Measure and the Necessary Conditions for the Optimal Control Problems of Linear Systems
被引：0
作者：
李训经
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关键词：
optimal control;
maximum principle;
distributed parameter system;
linear system;
vector-valued measure;
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摘要：
The vector-valued measure defined by the well-posed linear boundary value problems is discussed. The maximum principle of the optimal control problem with non-convex constraintis proved by using the vector-valued measure. Especially, the necessary conditions of the optimal control of elliptic systems is derived without the convexity of the control domain and the cost function. optimal control, maximum principle, distributed parameter system, linear system,vector-valued measure.
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页码：51 / 56
页数：6
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