Estimating the effect of proximity to school on cyclist safety using a simultaneous-equations model with heterogeneity in covariance to address potential endogeneity

IF 12.5 1区 工程技术 Q1 PUBLIC, ENVIRONMENTAL & OCCUPATIONAL HEALTH Analytic Methods in Accident Research Pub Date : 2024-02-01 DOI:10.1016/j.amar.2024.100318
Shahram Heydari, Michael Forrest
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Abstract

Traffic safety around schools is a major concern for policy makers and as such safety interventions are often targeted near schools. This paper shows the importance of accounting for the potential endogeneity of proximity to school when attempting to estimate its impact on traffic safety. In this research, we use a Bayesian simultaneous econometric approach with heterogeneity in covariance to disentangle the true effect of proximity to school on cyclist injury frequencies at signalised intersections in an urban setting. We assess the robustness of the bivariate normal assumption, using a scale mixing approach. Notably, we found that proximity to school was associated with an increase in cyclist injuries and this association was stronger when endogeneity was accounted for in the model, confirming the importance of considering endogeneity in studies of traffic safety near schools. Our heterogeneity in covariance specification revealed systematic variations in the covariance structure, which would otherwise go unobserved, providing further insights into sources of heterogeneity with the same set of variables available in the data. A safety-in-numbers effect is also found for cyclists in the study area and period. This research offers policy implications based on the findings of the analysis including the need for safety interventions at intersections with high vehicle turning counts and those in proximity to public transport stops, and better informing decision-makers regarding the magnitude of the impact of proximity to school on cyclist safety at intersections.

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利用具有协方差异质性的同期方程模型估算学校距离对骑车人安全的影响,以解决潜在的内生性问题
学校周边的交通安全是政策制定者关注的主要问题,因此安全干预措施通常针对学校附近。本文表明,在试图估计学校附近对交通安全的影响时,考虑学校附近的潜在内生性非常重要。在这项研究中,我们采用贝叶斯同步计量经济学方法,利用协方差中的异质性,在城市环境中的信号灯控制交叉路口分离出学校距离对骑车人受伤频率的真实影响。我们使用规模混合法评估了双变量正态假设的稳健性。值得注意的是,我们发现靠近学校与骑车人受伤的增加有关,如果在模型中考虑内生性因素,这种关联性会更强,这证实了在学校附近的交通安全研究中考虑内生性因素的重要性。我们的异质性协方差规范揭示了协方差结构中的系统性变化,否则这些变化就会被忽略,从而进一步揭示了数据中相同变量的异质性来源。在研究地区和研究时期,还发现了骑自行车者的数字安全效应。本研究根据分析结果提出了政策启示,包括需要在车辆转弯次数多的交叉路口和靠近公共交通站点的交叉路口采取安全干预措施,以及让决策者更好地了解靠近学校对交叉路口骑自行车者安全的影响程度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
22.10
自引率
34.10%
发文量
35
审稿时长
24 days
期刊介绍: Analytic Methods in Accident Research is a journal that publishes articles related to the development and application of advanced statistical and econometric methods in studying vehicle crashes and other accidents. The journal aims to demonstrate how these innovative approaches can provide new insights into the factors influencing the occurrence and severity of accidents, thereby offering guidance for implementing appropriate preventive measures. While the journal primarily focuses on the analytic approach, it also accepts articles covering various aspects of transportation safety (such as road, pedestrian, air, rail, and water safety), construction safety, and other areas where human behavior, machine failures, or system failures lead to property damage or bodily harm.
期刊最新文献
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