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Formation Control in Multi-player Pursuit Evasion Game with Superior Evaders

机译:具有高级躲避者的多人追逃游戏中的编队控制

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In this paper, we consider a multi-pursuer multi-evader pursuit evasion game where some evaders' maximal speeds are higher than those of all pursuers. In multi-player pursuit evasion game, hierarchical framework is applied widely in order to decompose the original complicated multi-player game into multiple small scale games, i.e. one-pursuer one-evader games and multi-pursuer single-evader games. The latter is especially required for superior evaders. Although usually only suboptimal results are obtained, the resulted decentralized approaches are favored by researchers from the point view of communication aspect for practical applications. Based on our previous work, for a multi-pursuer single-superior-evader game on a plane, we first study the number of pursuers which necessitates the capture. Regarding each player as a mass point, a moving planar coordinate system is fixed on the evader. Then formation control is used for pursuers in their pursuit strategies deriving to 1) avoid collision between pursuers; 2) reduce the distance between each pursuer and the evader over the evolution of game; 3) keep the pursuers' angular distribution around the evader invariant during the pursuit process and enclose the superior evader within the union of each pursuer's capture domain at the end of game. The validity of our method is illustrated by two simulation examples.
机译:在本文中,我们考虑了一种多购买者多逃避者追逃游戏,其中一些逃避者的最大速度高于所有追逐者。在多玩家追逃游戏中,为了将原始的复杂多玩家游戏分解成多个小规模游戏,即一购买者一逃避游戏和多购买者单逃避游戏,分层框架被广泛应用。后者是高级逃避者特别需要的。尽管通常只能获得次优的结果,但是从交流方面的角度出发,对于实际应用而言,研究人员倾向于采用这种结果分散的方法。根据我们之前的工作,对于在飞机上进行多购买者的单次上级躲避游戏,我们首先研究需要捕获的追逐者人数。以每个玩家为要点,在逃避者上固定有移动的平面坐标系。然后,编队控制被用于追赶者的追赶策略,这些推导策略源自:1)避免追赶者之间的冲突; 2)在游戏的发展过程中缩短每个追踪者与逃避者之间的距离; 3)在追逐过程中,使追随者的躲避者周围的角度分布保持不变,并在游戏结束时将上级躲避者包围在每个追随者的捕获域的并集内。通过两个仿真例子说明了我们方法的有效性。

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