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Dynamical Processes Described by a Boundary Value Problem: Necessary Conditions of Optimality and Methods of Solving

机译:边值问题描述的动力学过程:最优性的必要条件和求解方法

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摘要

Interative methods of finding the optimal control that minimize a quality functional defined on the solutions of the controlled boundary value problem are proposed. The methods are based on the necessary conditions of optimality similar to the maximum principle obtained in [1-3] and on the differential maximum principle. The article is a logical continuation of [2].
机译:提出了寻找最优控制的最小化方法,该最优方法使在受控边值问题的解上定义的质量函数最小化。该方法基于与[1-3]中获得的最大原理相似的最优必要条件,并且基于微分最大原理。本文是[2]的逻辑延续。

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