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THE JOURNAL OF ECONOMIC SCIENCES: THEORY AND PRACTICE, V.76, # 1, 2019, pp. 48-69

                                  Calculated
                       School       Value                          0.559     0.429   0.690    26.225
                      Climate      Corrected     Below      1      0.496     0.350   0.642    43.384
                                    Value       Average

                    When we take a look at Duv al and Tweedie’s trim and fill method, the results show
                    that  there  are  no  missing  studies  according  to  the  random  effects  model  for  the
                    symmetry  to  be  completed  in  the  funnel  graph  according  to  the  leadership
                    independent variable. In terms of the school climate independent variable, a single
                    study is missing lower than the effect size (on the left side of the average line in the
                    funnel graph). If this missing study is included in this study, the effect size drops to
                    0.496 and the Q value drops to 43.384. In addition, the funnel scatter graph created
                    in line with these results is given below.

                    Graph  3:  Duval  and  Tweedie’s  Trim  and  Fill  funnel  Scatter  Graph  for  the
                    Publication Partiality of the Studies whose Effect Sizes have been Calculated based
                    on the Relationship between School Effectiveness and Leadership

                                              Funnel Plot of Standard Error by Fisher's Z
                             0,00

                             0,05

                           Standard Error  0,10

                             0,15

                             0,20

                               -2,0   -1,5   -1,0   -0,5   0,0     0,5    1,0    1,5    2,0
                                                          Fisher's Z


                    As it can be seen in the funnel scatter graph, there is no missing study which upsets
                    the  symmetry  according  to  Duval  and  Tweedie’s  Trim  and  Fill  analysis  for  the
                    leadership  independent  variable.  In  this  respect,  it  can  be  stated  that  there  is  no
                    publication partiality according to the results of this analysis.






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