Hello everyone,
I would like to test whether the coefficients of my explanatory variables differ significantly by gender. Since I am including pweight, I cannot use the suest command. I follow this approach: https://www.stata.com/support/faqs/s...cs/chow-tests/
My regression is formed as follows: X are my 3 explanatory variables (binary), C are my control variables.
Now I generate interactions:
And finally I include everything in one regression
And I test, whether coefficients are equal
Is this approach correct? Do I include all interactions in the same equation and also the gender variables (FEMALE and MALE)? And there is no interaction for the control variables needed?
And does anyone have literature to this method? I cannot find anything.
Best regards and thank you
Anja
I would like to test whether the coefficients of my explanatory variables differ significantly by gender. Since I am including pweight, I cannot use the suest command. I follow this approach: https://www.stata.com/support/faqs/s...cs/chow-tests/
My regression is formed as follows: X are my 3 explanatory variables (binary), C are my control variables.
Code:
Regress Y X1 X2 X3 C1 C2 C3 if FEMALE =1 Regress Y X1 X2 X3 C1 C2 C3 if MALE =1
Code:
Gen FEM_X1=FEMALE*X1 Gen FEM_X2=FEMALE*X2 Gen FEM_X3=FEMALE*X3 Gen MALE_X1=MALE*X1 Gen MALE_X2=MALE*X2 Gen MALE_X3=MALE*X3
Code:
regress Y FEMALE FEM_X1 FEM_X2 FEM_X3 MALE MALE_X1 MALE_X2 MALE_ X3 C1 C2 C3 [pweight = EXTRID], noconstant
Code:
test _b[FEM_X1]=_b[MALE_X1] test _b[FEM_X2]=_b[MALE_X2] test _b[FEM_X3]=_b[MALE_X3]
And does anyone have literature to this method? I cannot find anything.
Best regards and thank you
Anja
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