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Perturbation Methods for Maximum Principle in Optimal Control Problems

机译:最大原理的扰动方法在最佳控制问题中

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摘要

Iterative methods for searching of extreme controls (satisfying the maximum principle), which are based on the theory and methods of perturbation of necessary conditions for optimality, are suggested. The methods are characterized by computationally stable alternating solution of phase and conjugate systems of variables and the absence of labor-intensive operations of convex or needle variation of the improving control.
机译:提出了一种迭代方法,用于搜索极端控制(满足最大原理),这是基于对最优性的必要条件的扰动的理论和方法。该方法的特征在于通过计算稳定的变量和缀合物系统的交替溶液以及凸起或改善控制的针差的劳动密集型操作。

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