I have it on good authority that “The cluster option is robust for within-cluster serial correlation of arbitrary form.” Also, that it is ok to run fixed effects on the same level as your clustering.
Question1: If I have panel data (individual-year) and have individual level fixed effects, does it make sense to cluster on the individual level?
Stata implements cluster and robust together. I think that the original Moulton clustering specification is not robust to serial correlation.
I wrote (and was wrong, apparently):
Thank you very much, Michael.
“If, however, observations that are close together (along the time dimension) have a higher correlation than observations that are far apart (along the time dimension), then the fixed effect will not remove this form of serial correlation.”,
And this is how Stata models the clustering:
I just checked, and Stata implements the robust clustered standard error estimation as detailed here:
————- This is what I *thought* was true. I guess if I care to argue, I’d have to run a monte-carlo simulation and see.
The basic message is, don’t cluster on the fixed effect variable. The two are redundant, I think. But they are definitely not the same.
The secondary message is that I am not 100% sure. This isn’t a proof, but just the write up of my sketch of the understanding.