2020
DOI: 10.1016/j.amar.2020.100125
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Hierarchical Bayesian modeling to evaluate the impacts of intelligent speed adaptation considering individuals’ usual speeding tendencies: A correlated random parameters approach

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Cited by 11 publications
(3 citation statements)
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“…By allowing the effects of exogenous explanatory factors to vary across individual crashes (or segments of population), more efficient, precise, and richer insights can be obtained. To account for unobserved heterogeneity, a broad spectrum of studies have successfully used different methodological alternatives including random parameter models (Anastasopoulos and Mannering, 2009;Zhao and Khattak, 2015;Alarifi et al, 2017;Bhat et al, 2017;Khattak et al, 2019;Khattak and Fontaine, 2020), correlated random parameter models (Fountas et al, 2018a;Fountas et al, 2019;Wali et al, 2019a;Matsuo et al, 2020), random parameter models with heterogeneity-in-means (Venkataraman et al, 2014;Behnood and Mannering, 2017b;Wali et al, 2018c;Hamed and Al-Eideh, 2020), random parameter models with heterogeneity-in-means and variances (Behnood and Mannering, 2017a;Seraneeprakarn et al, 2017;Xin et al, 2017;Behnood and Mannering, 2019;Al-Bdairi et al, 2020;Yu et al, 2020), latent-class models (Eluru et al, 2012;Behnood et al, 2014;Shaheed and Gkritza, 2014;Yasmin et al, 2014a;Fountas et al, 2018b), latent class models with random parameters (Xiong and Mannering, 2013), Markov-switching models Khattak and Wali, 2017), Markov-switching models with random parameters (Xiong et al, 2014), and copula based approaches (Eluru et al, 2010;Yasmin et al, 2014b;Wang et al, 2015a;Wali et al, 2018a;Wali et al, 2018e;Wang et al, 2019). For a detailed discussion on the...…”
Section: Systematic (Observed) and Random (Unobserved) Heterogeneitymentioning
confidence: 99%
“…By allowing the effects of exogenous explanatory factors to vary across individual crashes (or segments of population), more efficient, precise, and richer insights can be obtained. To account for unobserved heterogeneity, a broad spectrum of studies have successfully used different methodological alternatives including random parameter models (Anastasopoulos and Mannering, 2009;Zhao and Khattak, 2015;Alarifi et al, 2017;Bhat et al, 2017;Khattak et al, 2019;Khattak and Fontaine, 2020), correlated random parameter models (Fountas et al, 2018a;Fountas et al, 2019;Wali et al, 2019a;Matsuo et al, 2020), random parameter models with heterogeneity-in-means (Venkataraman et al, 2014;Behnood and Mannering, 2017b;Wali et al, 2018c;Hamed and Al-Eideh, 2020), random parameter models with heterogeneity-in-means and variances (Behnood and Mannering, 2017a;Seraneeprakarn et al, 2017;Xin et al, 2017;Behnood and Mannering, 2019;Al-Bdairi et al, 2020;Yu et al, 2020), latent-class models (Eluru et al, 2012;Behnood et al, 2014;Shaheed and Gkritza, 2014;Yasmin et al, 2014a;Fountas et al, 2018b), latent class models with random parameters (Xiong and Mannering, 2013), Markov-switching models Khattak and Wali, 2017), Markov-switching models with random parameters (Xiong et al, 2014), and copula based approaches (Eluru et al, 2010;Yasmin et al, 2014b;Wang et al, 2015a;Wali et al, 2018a;Wali et al, 2018e;Wang et al, 2019). For a detailed discussion on the...…”
Section: Systematic (Observed) and Random (Unobserved) Heterogeneitymentioning
confidence: 99%
“…On the other hand, it suggests that traffic calming is more important for the safety of children traveling in NCSP. Many previous studies showed the safety effect of traffic calming devices on residential roads [ 47 , 48 ].…”
Section: Discussionmentioning
confidence: 99%
“…Collecting data is the basis for planning and introducing preventive measures to increase traffic safety. In this context, geographic information system technology enables the implementation of various methods for studying spatial traffic patterns, such as the Bayesian method considering different distribution functions (Poisson, Poisson-gamma, Poisson-lognormal) [20]; hierarchical models [21]; and methods of spatial statistics, such as kernel density estimation [22], local Moran index [23], and the Getis-Ord G* statistics [24]. Moreover, combining machine-learning algorithms and geospatial models can provide applicable solutions to change complex patterns caused by human activity [25,26].…”
Section: Introductionmentioning
confidence: 99%