Hello,
I am working with panel data where T=23 and N= 22 (country).
I performed the following steps:
xtreg depvar indepvar (1) indepvar (2) indepvar (dummy), fe
estimate store fe
xtreg depvar indepvar (1) indepvar (2) indepvar (dummy), re
estimate store fe
To decide between the both models I run the Hausman test, whose result indicates that fixed effects is the appropriate model. (chi2 = 86.60 Prob>chi2 = 0.0000)
After this, I applied tests to check problems of cross sectional independence (a), heteroskedasticity (b) and autocorrelation(c):
(a): xtcsd, pesaran abs | Result: Pr = 0.7796 (There is no serial correlation)
(b): xttest3 | Result: Prob>chi2 = 0.0000 (There is Heteroskedasticity)
(c): xtserial | Result: Prob > F = 0.0000 (There is Autocorrelation) | I also estimated this command for each of the independent variables. xtserial depvar indepvar 1
xtserial depvar indepvar 2 ... (always autocorrelation)
I have problems of autocorrelation and heteroskedasticity in my model.
So to solve these problems, according to what I read in https://www.stata.com/manuals/xtxtgls.pdf, once I have T>N, I used xtgls:
xtgls dep indepVar's, panels (heteroskedastic) corr (ar1)
My questions is: What I did is correct? Is the best way to fix these problems?
Thank you.
Best regards
Related Posts with Panel regression
Loop - Forvalues - works in different orderHi Forum, I have tried this loop (see below) ten thousand times and something really strange happen…
how to calculate dependency ratio in STATAPlease let me know how to calculate dependency ration in STATA.. is the command below correct bys S…
how to calculate age count..I am trying to calculate age count.. please let me know if the below command is correct.. bys Sched…
R 503 Conformability Issue | Help Please!!!Hi, I am trying to estimate marginal effects after running a logistic model. The logistic model is f…
Error in Asdoc tables by two groupsI want to make a summary table by two groups. Code: asdoc sum ln_assets ln_sales r_change p_change…
Subscribe to:
Post Comments (Atom)
0 Response to Panel regression
Post a Comment