I know that Fairlie computes the difference in Pr( depvar!=0) between the two groups defined by groupvar and quantifies the contribution of group differences in the indepvars to the outcome differential. Furthermore, fairlie estimates the separate contributions of the individual independent variables (or groups of independent variables).
I have two samples. Black and white people. My code is as follows, my independent variable is college education (binary 1 and 0):
fairlie `depvar‘ `indepvars1’ `indepvars2‘ `indepvars4’ `indepvars5‘ `indepvars6’ [pw=wt] if age >= 18 & age <= 65 & employment_2 == 1 & employment_1 == 0 & lagged_health == 0 & black == 1 | white==1 , by(black) pooled(black) ro reps(100)
How should I interpret the Fairlie results after this command? If we consider the statements, it seems that I am not comparing only black and white people to each other? Because in both lag 1 and lag 2 values, we also include the status of having a job and lag health status. Any leads?
I have two samples. Black and white people. My code is as follows, my independent variable is college education (binary 1 and 0):
fairlie `depvar‘ `indepvars1’ `indepvars2‘ `indepvars4’ `indepvars5‘ `indepvars6’ [pw=wt] if age >= 18 & age <= 65 & employment_2 == 1 & employment_1 == 0 & lagged_health == 0 & black == 1 | white==1 , by(black) pooled(black) ro reps(100)
How should I interpret the Fairlie results after this command? If we consider the statements, it seems that I am not comparing only black and white people to each other? Because in both lag 1 and lag 2 values, we also include the status of having a job and lag health status. Any leads?

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