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Hamilton-jacobi type equation for problems of control of functional differential systems

机译:汉密尔顿 - Jacobi功能差分系统控制问题的方程

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For control problems under lack of information, which are formalized as differential games of systems with aftereffect, an equation of Hamilton-Jacobi type is obtained for the value functional. A definition of its minimax solution (MS) is given. The existence, uniqueness,a nd well-posedness of MS are proved. A method of constructing extremal to MS strategies is developed. It is shown that they are optimal for the control problem considered, and the value functional coincides with MS.
机译:对于缺乏信息的控制问题,该问题被形式化为具有AFTEREFFECT的系统的微分播放,获得汉密尔顿 - Jacobi类型的等式对于该值功能。给出了其最小溶液(MS)的定义。证明存在,唯一性,MS的ND良好良好。开发了一种构建极值对MS策略的方法。结果表明,它们对所考虑的控制问题是最佳的,并且该值功能与MS一致。

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