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According  to  the  VicRoads  classification,  crash  injury  severity  is    classified  into  four
               categories:  fatal  injury  (killed  or  died  within  30  days),  serious  injury  (sent  to  hospital,

               possibly  admitted),  other  injury  (typically  requires  medical  treatment)  and  non-injury
               (property damage only (PDO). From 2006 to 2016, 20,957 people were involved in 8,486

               crashes  involving  heavy  vehicles  in  Victoria.  Of  the  20,957  people  involved,  480  (2.3%)
               were fatally injured, 3,697 (17.6%) suffered severe injury, 6,298 (30.1%) had minor injury

               and 10,482 (50.0%) experienced no injury.



               4.2.2  Multinomial Logit Model


               The summary of existing studies on multinomial logit model is presented in Section 2.2.1.3

               of Chapter 2. The dependent variable in this study is the road user injury severity in crashes
               involving heavy vehicles, which is classified into four categories in this research: fatal, severe

               injury,  minor  injury  and  non-injury.  Considering  the  categorical  nature  of  the  dependent

               variable, the use of the multinomial logit regression model is appropriate. This model has
               been widely applied by previous researchers in road safety for modelling dependent variables

               with more than two outcomes (Khorashadi et al., 2005: Tay et al., 2011; Eluru, 2013; Ye and
               Lord, 2014; Wu et al. 2016).



               Let   ( ) be the probability of collision n ending in injury severity category i, then



                 ( )    (                       )                                                   (4.1)





               where,
                  is a vector of measurable characteristics

                  is a vector of coefficients to be estimated

                   is an error term accounting for unobserved effects influencing injury severity.


               If the error terms are assumed to be type 1 extreme value distribution (McFadden, 1981), then


                             (         )
                 ( )    ∑    (         )                                                            (4.2)



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