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Modeling double time-scale travel time processes with application to assessing the resilience of transportation systems

机译:使用应用来评估运输系统的恢复性的双重时间尺度旅行时间流程

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This paper proposes a double time-scale model to capture the day-to-day evolution along with the within-day variability of travel time. The proposed model can be used to evaluate short-term to long-term effects of new transport policies and construction of critical infrastructures, and to analyze the resilience of road networks under disruptions. The within-day travel time variability is modeled using the functional data analysis, in which the effects of road traffic congestion and noise of traffic data are considered explicitly. The within-day process is then regarded as the local volatility (or the noise process) to drive the day-to-day process while the latter is described by a modified geometric Brownian motion (GBM). Then, the day-to-day travel time process is obtained by the statistics of the modified GBM. The model probabilistically captures the evolution of day-to-day and within-day travel time processes analytically. Moreover, an efficient method based on the cross-entropy method is developed for calibrating the model parameters. A lasso-like regularization is employed to guarantee a small bias between the model estimations and the measurement counterparts. Finally, two empirical studies are carried out to validate the proposed model at different scales with different traffic scenarios, i.e., a case study on the Guangzhou Airport Expressway (link to path scale) under traffic accident conditions and a case study in New York City (city-scale) to analyze the network resilience under Hurricane Sandy. Both case studies adopted probe vehicle data but with different configurations (fine versus coarse, small versus big data). The empirical studies confirm that the proposed model can accommodate the inherent variability in traffic conditions and data meanwhile being computationally tractable. The numerical results illustrate the applicability of the proposed model as a powerful tool in practice for analyzing the short-term and long-term impacts of disruptions and systematic changes in the performance of road networks.
机译:本文提出了双重时间尺度模型,以捕获日常演变以及旅行时间的日期变化。该拟议模型可用于评估新的运输政策的短期影响和关键基础设施的施工,并分析破坏路线的恢复力。使用功能数据分析建模日内旅行时间可变性,其中公路交通拥堵和交通数据噪声的影响是明确地考虑的。然后将在日内过程视为局部波动率(或噪声过程)以推动日常过程,而后者由修改的几何褐色运动(GBM)描述。然后,通过修改的GBM的统计来获得日常旅行时间过程。模型概率地捕获了分析的日常日常旅行时间过程的演变。此外,开发了一种基于跨熵方法的有效方法,用于校准模型参数。使用洛索样规则来保证模型估计和测量对应物之间的小偏差。最后,进行了两个实证研究,以验证不同尺度的拟议模型,不同的交通方案,即广州机场高速公路(路径规模链接)在交通事故条件下的案例研究,以及纽约市的案例研究(城市规模)分析飓风桑迪的网络弹性。两种案例研究都采用探针车辆数据,但具有不同的配置(细小与粗略,小与大数据)。实证研究证实,该建议的模型可以适应交通状况和数据的固有变化,同时计算易于计算。数值结果说明了拟议模型作为强大工具的实践中的应用,以分析了道路网络性能的短期和长期影响和系统的变化。

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