Hi everybody.
I am running a large panel regression of firms and quarters and firms are related to two countries (India and Bangladesh). Good econometrics suggest that for the coefficient of interest I should cluster standard errors in the country level (so N=2 clusters). The problem though is that the regression outputs of reg become strange. My coefficient of interest has a t-stats of 9.09 (SE clustered in country level) but the corresponding p-value is about 7% (or significance less then 10%, leading to one * only).
When I cluster SE in the firm level then results become consistent since I have more than 5000 firms. I believe when you cluster the degrees of freedom of the t-distribution become the number of clusters, so that's why for N=2 clusters the t-distribution would be very different than the normal approximation (so the thresholds for the t-stats). However even for N=2 this t-stats should be equivalent to a p-value less than 2% (two-sided).
Can anybody give me a helping hand (or thought)?
Thank you very much!
Pablo Gonzaga
I am running a large panel regression of firms and quarters and firms are related to two countries (India and Bangladesh). Good econometrics suggest that for the coefficient of interest I should cluster standard errors in the country level (so N=2 clusters). The problem though is that the regression outputs of reg become strange. My coefficient of interest has a t-stats of 9.09 (SE clustered in country level) but the corresponding p-value is about 7% (or significance less then 10%, leading to one * only).
When I cluster SE in the firm level then results become consistent since I have more than 5000 firms. I believe when you cluster the degrees of freedom of the t-distribution become the number of clusters, so that's why for N=2 clusters the t-distribution would be very different than the normal approximation (so the thresholds for the t-stats). However even for N=2 this t-stats should be equivalent to a p-value less than 2% (two-sided).
Can anybody give me a helping hand (or thought)?
Thank you very much!
Pablo Gonzaga
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