1–8 von 8 Ergebnissen
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    Modeling two-vehicle crash severity by a bivariate generalized ordered probit approach

    Chiou, Yu-Chiun / Hwang, Cherng-Chwan / Chang, Chih-Chin et al. | Elsevier | 2012
    Schlagwörter: Bivariate ordered probit , Bivariate generalized ordered probit

    Reprint of “Modeling two-vehicle crash severity by a bivariate generalized ordered probit approach”

    Chiou, Yu-Chiun / Hwang, Cherng-Chwan / Chang, Chih-Chin et al. | Elsevier | 2012
    Schlagwörter: Bivariate ordered probit , Bivariate generalized ordered probit

    Modelling two-vehicle crash severity by generalized estimating equations

    Chiou, Yu-Chiun / Fu, Chiang / Ke, Chia-Yen | Elsevier | 2020
    Schlagwörter: Generalized , Ordered , Probit model

    Truck crash severity in New York city: An investigation of the spatial and the time of day effects

    Zou, Wei / Wang, Xiaokun / Zhang, Dapeng | Elsevier | 2016
    Schlagwörter: Random parameter ordered probit model , Spatial generalized ordered probit model

    Pedestrian safety at urban intersections: lighting conditions is the question

    Karami, Ali / Karami, Hossein / Mamdoohi, Amir Reza et al. | Taylor & Francis Verlag | 2023
    Schlagwörter: Generalized Ordered Probit

    Understanding the factors affecting airport level demand (arrivals and departures) using a novel modeling approach

    Tirtha, Sudipta Dey / Bhowmik, Tanmoy / Eluru, Naveen | Elsevier | 2022
    Schlagwörter: Joint panel generalized ordered probit model

    Revisiting spatial correlation in crash injury severity: a Bayesian generalized ordered probit model with Leroux conditional autoregressive prior

    Zeng, Qiang / Wang, Qianfang / Wang, Fangzhou et al. | Taylor & Francis Verlag | 2022
    Schlagwörter: generalized ordered probit model

    Investigating jaywalker crossing risks from the sequential-conflict perspective: A grouped random parameters generalized ordered probit model

    Zhang, Ziqian / Li, Haojie / Ren, Gang | Elsevier | 2023
    Schlagwörter: Grouped random parameters generalized ordered probit model