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Enjoying alpaca, thank you so much for putting it together!
One small observation, possible request...
It seems that feglm() permits estimation with one-way fixed effects (thanks!), however,
I am encountering problems with getting the bias correction (using biasCorr()) with one-way fixed effects.
In particular, it seems the default for biasCorr() with the panel.structure argument is "classic", which expects a two-way specification. When I try to feed an feglm() object that specifies a one-way fixed effect (e.g. a location fixed effect) I get the following message:
"Error: panel.structure == 'classic' expects a two-way fixed effects model."
I am thinking in particular about settings that I am facing where the variation available is very sensitive to time fixed effects (wipes out too much variation).
In these kinds of settings, where for whatever reason, there is a good basis for only including either between or within fixed effects, it would be helpful to be able to recover bias-corrected estimates.
Thanks!
SW
The text was updated successfully, but these errors were encountered:
Enjoying alpaca, thank you so much for putting it together!
One small observation, possible request...
It seems that feglm() permits estimation with one-way fixed effects (thanks!), however,
I am encountering problems with getting the bias correction (using biasCorr()) with one-way fixed effects.
In particular, it seems the default for biasCorr() with the panel.structure argument is "classic", which expects a two-way specification. When I try to feed an feglm() object that specifies a one-way fixed effect (e.g. a location fixed effect) I get the following message:
"Error: panel.structure == 'classic' expects a two-way fixed effects model."
I am thinking in particular about settings that I am facing where the variation available is very sensitive to time fixed effects (wipes out too much variation).
In these kinds of settings, where for whatever reason, there is a good basis for only including either between or within fixed effects, it would be helpful to be able to recover bias-corrected estimates.
Thanks!
SW
The text was updated successfully, but these errors were encountered: