Smoothing regression and impact measures for accidents of traffic flows

IF 1.2 4区 数学 Q2 STATISTICS & PROBABILITY
Zhou Yu, Jie Yang, Hsin-Hsiung Huang
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引用次数: 0

Abstract

Traffic pattern identification and accident evaluation are essential for improving traffic planning, road safety, and traffic management. In this paper, we establish classification and regression models to characterize the relationship between traffic flows and different time points and identify different patterns of traffic flows by a negative binomial model with smoothing splines. It provides mean response curves and Bayesian credible bands for traffic flows, a single index, and the log-likelihood difference, for traffic flow pattern recognition. We further propose an impact measure for evaluating the influence of accidents on traffic flows based on the fitted negative binomial model. The proposed method has been successfully applied to real-world traffic flows, and it can be used for improving traffic management.
交通流事故的平滑回归及影响措施
交通模式识别和事故评价对于改善交通规划、道路安全和交通管理至关重要。本文通过建立分类和回归模型来表征交通流与不同时间点之间的关系,并利用光滑样条的负二项模型来识别交通流的不同模式。它为交通流模式识别提供了平均响应曲线和贝叶斯可信带、单一指数和对数似然差。基于拟合的负二项模型,提出了一种评价事故对交通流影响的影响测度。该方法已成功应用于实际交通流中,可用于改进交通管理。
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来源期刊
Journal of Applied Statistics
Journal of Applied Statistics 数学-统计学与概率论
CiteScore
3.40
自引率
0.00%
发文量
126
审稿时长
6 months
期刊介绍: Journal of Applied Statistics provides a forum for communication between both applied statisticians and users of applied statistical techniques across a wide range of disciplines. These areas include business, computing, economics, ecology, education, management, medicine, operational research and sociology, but papers from other areas are also considered. The editorial policy is to publish rigorous but clear and accessible papers on applied techniques. Purely theoretical papers are avoided but those on theoretical developments which clearly demonstrate significant applied potential are welcomed. Each paper is submitted to at least two independent referees.
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