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Simultaneous estimation of individual coefficient, mean and covariance of origin-destination demands from day-to-day parking data and traffic counts

机译:根据日常停车数据和交通流量同时估算起点目的地需求的各个系数,均值和协方差

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The urban Intelligent Transportation System has been rapidly developed in decades, especially in large cities, such as sensing, cyber-physical infrastructures and crowdsourcing technologies for its effective use in improving the performance of transportation system. In this research, we propose a method to simultaneously estimate the transportation network state including means, covariances of origin-destination demands and travelers’ route-choice-related coefficient in the logit-model-based stochastic user equilibrium from day-to-day data including link flow data and parking data. A bi-level optimization problem is formulated. A new weighted least squares method is used in the upper-level problem to estimate the means and covariances of the origin-destination demands. In the lower-level problem, the stochastic traffic assignment model, i.e. logit model, is adopted. A constrained local metric stochastic response surface method with link-based equilibrium algorithm is proposed. Numerical examples are presented to illustrate the applications of the proposed method.
机译:数十年来,城市智能交通系统得到了快速发展,特别是在大城市,例如传感,网络物理基础设施和众包技术,以有效地用于改善交通系统的性能。在这项研究中,我们提出了一种从日常数据中同时估算基于逻辑模型的随机用户平衡中的运输网络状态的方法,该方法包括均值,起点目的地需求的协方差和旅行者的路线选择相关系数包括链接流量数据和停车数据。提出了双层优化问题。在上级问题中使用了一种新的加权最小二乘法来估计起点-终点需求的均值和协方差。在较低级别的问题中,采用了随机交通分配模型,即logit模型。提出了一种基于链接均衡算法的约束局部度量随机响应面方法。数值例子说明了该方法的应用。

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