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Learning and control of cooperative behaviors of wearable robot using inverse differential game

机译:逆向差分博弈学习与控制可穿戴机器人的协作行为

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Building an intelligent machine that can seamlessly work with the human is a grand challenge. Observing humanhuman cooperation can give us a big clue to find out intrinsic principles, such that we can apply similar techniques onto the robots to let them cooperate with the humans. During the past decades, Game Theory has been widely investigated by many research communities to better describe the group behaviors as well as the human-human cooperation strategies. However, the lacking of systematic tools to retrieve the realistic objective functions makes this method hardly being verified. In this paper, we formulate the Human-Robot Interactions (HRIs) as linear Differential Games. In order to retrieve the objective function of the human, we proposed a new computational paradigm - Inverse Differential Game to learn the cost function parameters so as to interpret human cooperative behaviors. The mathematical approaches to solve the inverse problem using Convex Optimization have been derived. The experimental simulation was carried out to evaluate the feasibility of our algorithm.
机译:打造可以与人类无缝协作的智能机器是一个巨大的挑战。观察人与人之间的合作可以为我们找到内在的原理提供很大的线索,这样我们就可以在机器人上应用类似的技术,使它们与人合作。在过去的几十年中,许多研究团体对博弈论进行了广泛研究,以更好地描述群体行为以及人与人之间的合作策略。但是,缺乏检索现实目标函数的系统工具,使得这种方法很难得到验证。在本文中,我们将人机交互(HRI)公式化为线性差分博弈。为了检索人的目标函数,我们提出了一种新的计算范式-逆微分博弈,以学习成本函数参数,从而解释人的合作行为。推导了使用凸优化来解决反问题的数学方法。进行了实验仿真,以评估该算法的可行性。

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