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首页> 外文期刊>Journal of neurosurgical sciences >Estimation of Link Choice Probabilities Using Monte Carlo Simulation and Maximum Likelihood Estimation Method
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Estimation of Link Choice Probabilities Using Monte Carlo Simulation and Maximum Likelihood Estimation Method

机译:利用蒙特卡罗模拟估计链路选择概率及最大似然估计方法

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摘要

Studying the uncertainty of traffic flow takes significant importance for the transport planners because of the variation and fluctuation of temporal traffic flow on all links of the transport network. Uncertainty analysis of traffic flow requires identifying and characterizing two sets of parameters. The first set is the link choice set, which involves the Origin-Destination pairs using this link. The second set is the link choice probabilities set, which includes proportions of the travel demand for the Origin-Destination pairs in the link choice set. For this study, we developed a new methodology based on Monte Carlo simulation for link choice set and link choice probabilities in the context of route choice modeling. This methodology consists of two algorithms: In the first algorithm, we used the sensitivity analysis technique the variance-based method to identify the set of Origin-Destination pairs in each link. In the second algorithm, we used a Gaussian process based on the Maximum Likelihood framework to estimate the link choice probabilities. Furthermore, we applied the proposed methodology in a case study over multiple scenarios representing different traffic flow conditions. The results of this case study show high precision results with low errors' variances.
机译:由于运输网络的所有链路上的时间交通流量的变化和波动,研究交通流量的不确定性对运输规划者来说非常重要。交通流量的不确定性分析需要识别和表征两组参数。第一个组是链接选择集,涉及使用此链接的原始目标对。第二组是链路选择概率集,其中包括链路选择集中的原始目标对的旅行需求的比例。对于这项研究,我们开发了一种基于Monte Carlo仿真的新方法,用于链接选择集和路由选择模型的背景下的链路选择概率。该方法由两个算法组成:在第一算法中,我们使用了敏感性分析技术基于方差的方法来识别每个链路中的原始目标对。在第二种算法中,我们使用基于最大似然框架的高斯过程来估计链路选择概率。此外,我们在案例研究中应用了代表不同交通流量条件的多种场景的案例研究。本案例研究的结果显示出高精度的结果与低误差的差异。

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