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A Decision-Making Model for Autonomous Vehicles at Urban Intersections Based on Conflict Resolution

机译:基于冲突解决的城市交叉路口自主车辆决策模型

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The decision-making models that are able to deal with complex and dynamic urban intersections are critical for the development of autonomous vehicles. A key challenge in operating autonomous vehicles robustly is to accurately detect the trajectories of other participants and to consider safety and efficiency concurrently into interactions between vehicles. In this work, we propose an approach for developing a tactical decision-making model for vehicles which is capable of predicting the trajectories of incoming vehicles and employs the conflict resolution theory to model vehicle interactions. The proposed algorithm can help autonomous vehicles cross intersections safely. Firstly, Gaussian process regression models were trained with the data collected at intersections using subgrade sensors and a retrofit autonomous vehicle to predict the trajectories of incoming vehicles. Then, we proposed a multiobjective optimization problem (MOP) decision-making model based on efficient conflict resolution theory at intersections. After that, a nondominated sorting genetic algorithm (NSGA-II) and deep deterministic policy gradient (DDPG) are employed to select the optimal motions in comparison with each other. Finally, a simulation and verification platform was built based on Matlab/Simulink and PreScan. The reliability and effectiveness of the tactical decision-making model was verified by simulations. The results indicate that DDPG is more reliable and effective than NSGA-II to solve the MOP model, which provides a theoretical basis for the in-depth study of decision-making in a complex and uncertain intersection environment.
机译:能够处理复杂和动态城市交叉路口的决策模型对于自主车辆的发展至关重要。经营自主车辆强大的关键挑战是准确地检测其他参与者的轨迹,并考虑在车辆之间的相互作用中的安全性和效率。在这项工作中,我们提出了一种方法,用于开发能够预测入口轨迹的车辆的战术决策模型,并采用冲突解决理论来模拟车辆相互作用。所提出的算法可以帮助自动车辆安全交叉。首先,通过使用路基传感器和改装自主车辆在交叉口上收集的数据训练高斯工艺回归模型,以预测进入车辆的轨迹。然后,我们提出了一种基于交叉口有效冲突解决理论的多目标优化问题(MOP)决策模型。之后,采用NondoMinated分类遗传算法(NSGA-II)和深度确定性政策梯度(DDPG)来选择相互比较的最佳运动。最后,基于MATLAB / SIMULINK和PRESCAN构建了模拟和验证平台。通过模拟验证了战术决策模型的可靠性和有效性。结果表明,DDPG比NSGA-II更可靠,有效,以解决拖把模型,为复杂和不确定的交叉环境中的决策进行了深入研究的理论依据。

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