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Families of semipermeable curves in differential games with the homicidal chauffeur dynamics

机译:具有杀人司机动力学的微分博弈中的半渗透曲线族

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摘要

Families of semipermeable curves in differential games with the homicidal chauffeur dynamics are studied both from theoretical and computational points of view. The knowledge of such families is very useful because semipermeable curves bound capture sets in games of kind. They can also appear as barrier lines on which value functions of time-optimal differential games are discontinuous. Two examples of differential games with the homicidal chauffeur dynamics are considered. Capture sets are constructed using semipermeable curves. The results are verified through computation of level sets of the value functions in the related time-optimal games.
机译:从理论和计算的角度研究了具有杀人司机动力学的微分博弈中的半渗透曲线族。这种家族的知识非常有用,因为半渗透曲线会限制游戏中的捕获集。它们还可以显示为时间最优差分游戏的价值函数不连续的障碍线。考虑具有杀人司机动力学的差分博弈的两个例子。捕获集使用半渗透曲线构建。通过计算相关时间最优游戏中值函数的水平集来验证结果。

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