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A cross-entropy method and probabilistic sensitivity analysis framework for calibrating microscopic traffic models

机译:用于校准微观交通模型的交叉熵方法和概率灵敏度分析框架

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摘要

Car following modeling framework seeks for a more realistic representation of car following behavior in complex driving situations to improve traffic safety and to better understand several puzzling traffic flow phenomena, such as stop-and-go oscillations. Calibration and validation techniques pave the way towards the descriptive power of car-following models and their applicability for analyzing traffic flow. However, calibrating these models is never a trivial task. This is caused by the fact that some parameters, such as reaction time, are generally not directly observable from traffic data. On the other hand, traffic data might be subject to various errors and noises. This contribution puts forward a Cross-Entropy Method (CEM) based approach to identify parameters of deterministic car-following models under noisy data by formulating it as a stochastic optimization problem. This approach allows for statistical analysis of the parameter estimations. Another challenge arising in the calibration of car following models concerns the selection of the most important parameters. This paper introduces a relative entropy based Probabilistic Sensitivity Analysis (PSA) algorithm to identify the important parameters so as to reduce the complexity, data requirement and computational effort of the calibration process. Since the CEM and the PSA are based on the Kullback-Leibler (K-L) distance, they can be simultaneously integrated into a unified framework to further reduce the computational burden. The proposed framework is applied to calibrate the intelligent driving model using vehicle trajectories data from the NGSIM project. Results confirm the great potential of this approach.
机译:车辆跟踪建模框架寻求在复杂驾驶情况下更真实地表示车辆跟踪行为,以改善交通安全并更好地理解一些令人困惑的交通流现象,例如走走停停的振荡。校准和验证技术为汽车跟踪模型的描述能力及其在分析交通流量方面的适用性铺平了道路。但是,校准这些模型绝不是一件容易的事。这是由于通常无法直接从交通数据中观察到某些参数(例如反应时间)引起的。另一方面,交通数据可能会遭受各种错误和干扰。该贡献提出了一种基于交叉熵方法(CEM)的方法,通过将其确定为随机优化问题,可以在嘈杂数据下识别确定性跟驰模型的参数。这种方法允许对参数估计值进行统计分析。在汽车跟随模型的校准中出现的另一个挑战涉及最重要参数的选择。本文介绍了一种基于相对熵的概率敏感度分析(PSA)算法,以识别重要参数,从而降低校准过程的复杂性,数据需求和计算量。由于CEM和PSA基于Kullback-Leibler(K-L)距离,因此可以将它们同时集成到一个统一的框架中,以进一步减轻计算负担。所提出的框架适用于使用来自NGSIM项目的车辆轨迹数据来校准智能驾驶模型。结果证实了这种方法的巨大潜力。

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