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Strategies of Pursuit-Evasion Game Based on Improved Potential Field and Differential Game Theory for Mobile Robots

机译:基于改进势场和微分博弈理论的移动机器人追逃策略

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In this paper, in view of the current existing problem of algorithm for pursuit-evasion game, such as computational complexity and lack of universality, we firstly propose a hybrid algorithm based on improved dynamic artificial potential field and differential game. According to the changes of environment around the pursuer and evader the algorithm applies flexibly. Simulation results show that the algorithm not only has the simple structure of the artificial potential field model, which can be effective in the pursuit path planning to avoid obstacles, but also can avoid deadlock problem after the improvement. Moreover, Nash equilibrium solution is optimal for both pursuer and evader in barrier-free zone in pursuit-evasion game.
机译:针对目前的追逃游戏算法存在的计算复杂,缺乏通用性等问题,首先提出一种基于改进的动态人工势场和差分博弈的混合算法。该算法根据追踪者和逃避者周围环境的变化灵活应用。仿真结果表明,该算法不仅具有简单的人工势场模型结构,不仅可以有效地进行寻路规划,避免障碍,而且可以避免改进后的死锁问题。此外,纳什均衡解对于追逃游戏中无障碍区域的追击者和逃避者都是最佳的。

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