Page 39 - Contributed Paper Session (CPS) - Volume 2
P. 39

CPS1414 Bashiru. I.I S. at el.
            be important to allow decision makers to delineate areas where the situation
            is rampant and also for effective allocation of limited resources (Li et al., 2013).
                This study addresses this gap by examining the spatial pattern of child
            labour practices and its determinants among various districts in Ghana using
            geographically weighted linear model (GWLM). The use of GWLM approach
            provides a deterministic tool that is capable of assessing spatial variation in
            the contributing factors of child labour practices.

            2.  Materials and Methods

























                 Figure 1: Maps of Ghana showing the centroid of the various districts

             2.2 Geographically Weighted Linear Model Specification

                                              i 
                                              y =   ( u , v +   ( u , v ) x +  i                  (1)
                                               )
                                    i
                                         0
                                            i
                                                            i
                                                               ik
                                                       k
                                                          i
                                                   k

            where  (u i , v i )denoting the two dimensional geographical coordinates
                      th
            of  the  i district  (centroid  of  the  district),   0 (u i , v i )  represent  the
                                                             th
            intercept at location  (u i , v i ),  x denote the  k   independent variable,
                                             ik
              k (u i , v i ) represent the model coefficient associated with explanatory
            variable  at  location  (u i , v i )  and    represent  error  term  N  , 0 (  i 2 ) .This
                                                i
            means the parameter   =    ( 0 , 1 ,..., k ) estimated in (4) are allowed to
            be  different  between  districts.  Thus,  the  spatial  heterogeneity  is
            addressed in the GWLM modelling framework. The parameter   can be
            expressed in the matrix notation as

                                                                28 | I S I   W S C   2 0 1 9
   34   35   36   37   38   39   40   41   42   43   44