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Driving Risk Assessment Using Near-Miss Events Based on Panel Poisson Regression and Panel Negative Binomial Regression
Authors:Shuai Sun,Jun Bi,Montserrat Guillen,Ana M. Pé  rez-Marí  n
Affiliation:1.Key Laboratory of Transport Industry of Big Data Application Technologies for Comprehensive Transport, School of Traffic and Transportation, Beijing Jiaotong University, Beijing 100044, China;2.Department of Econometrics, Riskcenter-IREA, Universitat de Barcelona, 08034 Barcelona, Spain;
Abstract:This study proposes a method for identifying and evaluating driving risk as a first step towards calculating premiums in the newly emerging context of usage-based insurance. Telematics data gathered by the Internet of Vehicles (IoV) contain a large number of near-miss events which can be regarded as an alternative for modeling claims or accidents for estimating a driving risk score for a particular vehicle and its driver. Poisson regression and negative binomial regression are applied to a summary data set of 182 vehicles with one record per vehicle and to a panel data set of daily vehicle data containing four near-miss events, i.e., counts of excess speed, high speed brake, harsh acceleration or deceleration and additional driving behavior parameters that do not result in accidents. Negative binomial regression ( AICoverspeed = 997.0, BICoverspeed = 1022.7) is seen to perform better than Poisson regression ( AICoverspeed = 7051.8, BICoverspeed = 7074.3). Vehicles are separately classified to five driving risk levels with a driving risk score computed from individual effects of the corresponding panel model. This study provides a research basis for actuarial insurance premium calculations, even if no accident information is available, and enables a precise supervision of dangerous driving behaviors based on driving risk scores.
Keywords:driving risk assessment   usage-based insurance   driving risk score   telematics   near-miss event   driving behavior   panel data analysis   count data model   econometrics   generalized linear model
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