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Inequalities for Subgradients of a Value Functional in Differential Games for Time-Delay Systems

机译:时滞系统差动游戏中价值功能的子分子的不等式

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摘要

A two-person zero-sum positional differential game is considered in which the motion of a dynamical system is described by a nonlinear delay equation and the initial motion history is determined by a piecewise continuous function. Inequalities for directional derivatives of the value functional and inequalities for its sub- and supergradients are obtained.
机译:考虑了一个双人零和位置差分差分游戏,其中通过非线性延迟方程描述动力系统的运动,并且初始运动历史由分段连续功能确定。 获得价值函数和其子和上级成分不等式的定向衍生物的不等式。

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