Dynamic decision making in lane change: Game theory with receding horizon

Fanlin Meng, Jinya Su, Cunjia Liu, Wen‐Hua Chen
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引用次数: 54

Abstract

Decision making for lane change manoeuvre is of practical importance to guarantee a smooth, efficient and safe operation for autonomous driving. It is, however, challenging. On one hand, the behaviours of ego vehicle and adjacent vehicles are dependent and interactive. On the other hand, the decision should strictly guarantee safety during the whole process of lane change with uncertain and incomplete information in a dynamic and cluttered environment. To this end, the concept of Receding Horizon Control (RHC) is integrated into game theory in conjunction with reachability analysis tool, resulting in RHC based game theory. Specifically, the decision of each game relies on not only uncertain information at current step but also the future information calculated by reachability analysis. The decision is repeatedly made with the advent of new information using the concept of RHC. As a result, safety can be guaranteed during the whole process of lane change in a dynamic environment. Case study is conducted to demonstrate the advantages of the proposed approach. It is shown that the proposed RHC based game theory approach incorporating uncertain information can provide a safer and real-time decision.
变道中的动态决策:视界后退的博弈论
变道机动决策对于保证自动驾驶平稳、高效、安全运行具有重要的现实意义。然而,这是具有挑战性的。一方面,自我车辆与相邻车辆的行为是相互依赖和互动的。另一方面,在动态、杂乱的环境中,在信息不确定、不完整的情况下,决策要严格保证整个变道过程的安全。为此,将后退地平线控制(RHC)的概念与可达性分析工具整合到博弈论中,形成了基于后退地平线控制的博弈论。具体来说,每个博弈的决策不仅依赖于当前步骤的不确定信息,还依赖于可达性分析计算出的未来信息。随着使用RHC概念的新信息的出现,决策被反复做出。在动态环境下,可以保证整个变道过程的安全性。通过实例分析,证明了该方法的优越性。结果表明,基于RHC的不确定信息博弈方法能够提供更安全、实时的决策。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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