Dear all,
I have a binary DV (existence of a specific job position at the board of directors yes/no) and three IV of which one is also of a binary nature and time-invariant (belonging to certain industries yes/no). Thus, I use xtlogit with random effects (confirmed by Hausman test). I have round about 970 observations (139 entities over 8 year, unbalanced panel data).
In order to care for potential heteroscedasticity and autocorrelation I should include robust standard errors. In addition, I want to integrate country and year fixed effects.
My regression equations look as following in Stata:
(1) xtlogit DV IV1 IV2(binary) CVs i.country i.year, re vce(robust)
(2) xtlogit DV IV3 IV2(binary) CVs i.country i.year, re vce(robust)
I seperated IV1 and IV3 as they are medium correlated and included IV2 (the binary time invariant IV in both equations).
Now I face the following issue:
Both regression outcomes look fine in stata when I include the country and year fixed effects but not the robust standard errors. IV significant and prob>chi2 = 0.0000
Once I add vce(robust) to the equation all previously significant variables become insignificant and more concerning: Prob>chi2 is bigger than 0.05 (for the first regression even 1.0000).
As far as I know, prob>chi2 tells me if my model is better fitting than the 0-Model and with values above 0.05 I cannot reject the 0-model.
Here my questions:
1a: Does anyone know why this is happening (how I could explain that result) or...
1b: ...what I can do with my variables (transform...) in order to receive a prob>chi2 below 0.05?
2: Is the inclusion of vce(robust) really necessary or is there a way I could justify the exclusion?
3: Is my general approach (xtlogit re) correct or does a different approach seem more fitting in your eyes?
Help is really much appreciated.
Thank you in advance and best regards,
Franka
I have a binary DV (existence of a specific job position at the board of directors yes/no) and three IV of which one is also of a binary nature and time-invariant (belonging to certain industries yes/no). Thus, I use xtlogit with random effects (confirmed by Hausman test). I have round about 970 observations (139 entities over 8 year, unbalanced panel data).
In order to care for potential heteroscedasticity and autocorrelation I should include robust standard errors. In addition, I want to integrate country and year fixed effects.
My regression equations look as following in Stata:
(1) xtlogit DV IV1 IV2(binary) CVs i.country i.year, re vce(robust)
(2) xtlogit DV IV3 IV2(binary) CVs i.country i.year, re vce(robust)
I seperated IV1 and IV3 as they are medium correlated and included IV2 (the binary time invariant IV in both equations).
Now I face the following issue:
Both regression outcomes look fine in stata when I include the country and year fixed effects but not the robust standard errors. IV significant and prob>chi2 = 0.0000
Once I add vce(robust) to the equation all previously significant variables become insignificant and more concerning: Prob>chi2 is bigger than 0.05 (for the first regression even 1.0000).
As far as I know, prob>chi2 tells me if my model is better fitting than the 0-Model and with values above 0.05 I cannot reject the 0-model.
Here my questions:
1a: Does anyone know why this is happening (how I could explain that result) or...
1b: ...what I can do with my variables (transform...) in order to receive a prob>chi2 below 0.05?
2: Is the inclusion of vce(robust) really necessary or is there a way I could justify the exclusion?
3: Is my general approach (xtlogit re) correct or does a different approach seem more fitting in your eyes?
Help is really much appreciated.
Thank you in advance and best regards,
Franka

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