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A combined M5P tree and hazard-based duration model for predicting urban freeway traffic accident durations

机译:结合M5P树和基于危害的持续时间模型来预测城市高速公路交通事故的持续时间

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摘要

The duration of freeway traffic accidents duration is an important factor, which affects traffic congestion, environmental pollution, and secondary accidents. Among previous studies, the M5P algorithm has been shown to be an effective tool for predicting incident duration. M5P builds a tree-based model, like the traditional classification and regression tree (CART) method, but with multiple linear regression models as its leaves. The problem with M5P for accident duration prediction, however, is that whereas linear regression assumes that the conditional distribution of accident durations is normally distributed, the distribution for a "time-to-an-event" is almost certainly nonsymmetrical. A hazard-based duration model (HBDM) is a better choice for this kind of a "time-to-event" modeling scenario, and given this, HBDMs have been previously applied to analyze and predict traffic accidents duration. Previous research, however, has not yet applied HBDMs for accident duration prediction, in association with clustering or classification of the dataset to minimize data heterogeneity. The current paper proposes a novel approach for accident duration prediction, which improves on the original M5P tree algorithm through the construction of a M5P-HBDM model, in which the leaves of the M5P tree model are HBDMs instead of linear regression models. Such a model offers the advantage of minimizing data heterogeneity through dataset classification, and avoids the need for the incorrect assumption of normality for traffic accident durations. The proposed model was then tested on two freeway accident datasets. For each dataset, the first 500 records were used to train the following three models: (1) an M5P tree; (2) a HBDM; and (3) the proposed M5P-HBDM, and the remainder of data were used for testing. The results show that the proposed M5P-HBDM managed to identify more significant and meaningful variables than either M5P or HBDMs. Moreover, the M5P-HBDM had the lowest overall mean absolute percentage error (MAPE). (C) 2016 Elsevier Ltd. All rights reserved.
机译:高速公路交通事故持续时间的长短是一个重要因素,它影响交通拥堵,环境污染和二次事故。在先前的研究中,M5P算法已被证明是预测事件持续时间的有效工具。 M5P建立了一个基于树的模型,就像传统的分类和回归树(CART)方法一样,但是它具有多个线性回归模型。然而,用于M5P的事故持续时间预测的问题在于,尽管线性回归假设事故持续时间的条件分布是正态分布的,但“事件发生时间”的分布几乎肯定是非对称的。对于这种“事件发生时间”建模方案,基于危害的持续时间模型(HBDM)是更好的选择,并且在这种情况下,HBDM先前已被用于分析和预测交通事故的持续时间。然而,先前的研究尚未将HBDM与数据集的聚类或分类相关联以用于事故持续时间预测,以最大程度地减少数据异质性。本文提出了一种新的事故持续时间预测方法,该方法通过构建M5P-HBDM模型对原始的M5P树算法进行了改进,其中M5P树模型的叶子是HBDM,而不是线性回归模型。这种模型的优点是通过数据集分类将数据异质性降至最低,并且避免了对交通事故持续时间的正态性的错误假设。然后在两个高速公路事故数据集上对提出的模型进行了测试。对于每个数据集,前500条记录用于训练以下三个模型:(1)M5P树; (2)HBDM; (3)建议的M5P-HBDM,其余数据用于测试。结果表明,与M5P或HBDM相比,拟议的M5P-HBDM能够识别出更有意义和有意义的变量。此外,M5P-HBDM的总体平均绝对百分比误差(MAPE)最低。 (C)2016 Elsevier Ltd.保留所有权利。

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