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CPS1996 Ali Hebishi Kamel A. et al.
                  individual  have  completed  the  secondary  education  or  higher  and  value 0
                  indicate that individual is not educated or under secondary education.
                  Education is the main variable in our study since higher levels of education
                  means higher human capital and thus higher income level.

                  Binary Logistic Regression
                  [Z=  10.29154  +0.93101*lnTot_Inc  +  3.02868  M_EduSt1  -5.08226  poor1
                  +1.82298  gander  -2.50622  Urbrur1  -0.55383  lnTot_Inc:poor1  +0.37582
                  poor1:gender1  -0.91931  M_EduSt1:gender1  +  0.28444  lnTot_Inc:Urbrur1
                  -0.24310 gender1:Urbrur1 + 0.22899 lnTot_Inc:gender1]

                                   π
                  Where  Z = log (    )    where    is  completed  secondary  education,  The
                                  1− π
                  Predicator here is log-transformed of income so we can conclude from the
                  model that for one unit income increase is associated with an increase in odds
                  of  being  completed  secondary  education  than  being  under  secondary
                  completed.  All  independent  variables  have  significance  level  then  their
                  parameters  are  different  from  0.  The  parameters  with  significant  negative
                  coefficients  decrease  the  likelihood  of  that  response  category  (completed
                  secondary education) with respect to the reference category. Parameters with
                  positive coefficients increase the likelihood of that response category.
                      B  can be interpreted as  the change in probability of being completed
                       0
                  secondary education is equal Z, if all independent variables = 0 in the model.
                  All independent variables in Education level model have statistically significant
                  relationship with the odds of dependent variable (Education level). Also all
                  interactions between independent variables are statistically significant.
                      B  represents  the  difference  in  the  probability  of  predicted  variable
                       i
                  (completed secondary education) for each one-unit difference in X , if the rest
                                                                                  i
                  of independent variables remain constant.
                  B  = 0.93101 represents that for one unit increase in log income value will
                   1
                  implies  an  increase  of  the  log  odds  ratio  of  education  status  completed
                  secondary education versus under secondary education by 0.93101, if the rest
                  of  independent  variables  are  constant.  Also  this  model  reflects  the  strong
                  relationship between income and education.

                  3.3 The relation between ineqality income and disparities education
                      Is there a relation between inequality income and disparities education?
                  Disparities are differences. Because we are statisticians, we are interested in
                  differences that are statistically significant, or statistical disparities. So Disparity
                  analysis will focus on subgroups according to: Gender, Education status, place
                  of residence………etc.




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