动态交通环境下基于车辆冲突实时预测的层次贝叶斯阈值过剩模型

IF 14.5 Q1 TRANSPORTATION
Léah Camarcat , Yuxiang Feng , Nicolette Formosa , Mohammed Quddus
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引用次数: 0

摘要

基于车辆的碰撞风险评估方法经常在基于物理模型的简化假设和学习算法的可解释性挑战之间进行权衡。为了解决这个问题,基于极值理论(EVT)的方法近年来获得了发展势头,但在基于车辆的应用中使用极值理论的研究还很缺乏。本文提出了一种新的、上下文感知的冲突预测算法,该算法使用了层次贝叶斯阈值过剩模型。背景交通数据与车辆传感器数据相结合,提高了模型的鲁棒性和准确性。通过优化计算效率,利用哈密顿蒙特卡罗无掉头求解器(NUTS)的几种实现,还检查了实时部署的可行性。结果表明,引入交通协变量后,模型的偏差信息准则拟合优度提高了4.80%,模型的泛化性提高了1.36%,平均绝对误差降低了1.36%。然而,部分池化模型在提高拟合优度的同时,也会导致泛化能力的降低。此外,用JAX编译的No-U-Turn Sampler在在线训练和推理方面都表现出了足够的性能,从而使该方法成为基于车辆的应用程序实时部署的可行解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hierarchical Bayesian threshold excess model for real-time vehicle-based conflict prediction in dynamic traffic environ-ments
Vehicle-based collision risk assessment methods often exhibit a tradeoff between simplifying assumptions in physics-based models and the interpretability challenges of learning algorithms. To tackle this, methods based on Extreme Value Theory (EVT) have gained momentum in recent years, but there is a lack of studies employing EVT for vehicle-based applications. This paper proposes a new, context-aware conflict prediction algorithm using a hierarchical Bayesian threshold excess model. Contextual traffic data are integrated with vehicle sensor data to improve the robustness and accuracy of the model. The feasibility of real-time deployment is also examined by optimising computational efficiency, leveraging several implementations of the Hamiltonian Monte Carlo No-U-Turn Solver (NUTS). The results demonstrate that including traffic covariates improves the model goodness-of-fit by 4.80% in terms of Deviance Information Criterion, and generalisability with a decrease of 1.36% in mean absolute error. However, partially pooled models, while enhancing goodness-of-fit, result in a reduction of generalisation capabilities. Additionally, the No-U-Turn Sampler compiled in JAX demonstrated sufficient performance for both online training and inference, thus making this methodology a feasible solution for real-time deployment in vehicle-based applications.
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15.20
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