一类二人微分博弈Nash均衡的本质连通区

Essential Component of Nash Equilibria for a Class of Two-Person Differential Games

应用集值分析理论,证明了控制系统关于右端函数发生扰动时,一类二人微分博弈问题Nash均衡集存在极小本质集和本质连通区。

By employing the set-valued analysis theory, we show that the existence of minimal essential set and essential component for Nash equilibrium point set of against the perturbation of the right-hand side function of control system for a class of two-person differential games.