Dear all,
I am doing an IV regression with ivreg2.
To check my results, I am trying to do a Durbin-Wu-Hausman test to test endogeneity.
Due to the textbook “An Introduction to Modern Econometrics Using Stata” by Christopher F. Baum, there are 3 ways of obtaining the DWH statistic in Stata:
- using hausman, sigmamore
- ivreg2, orthog()
- ivreg, ivendog
The problem is that this is only possible for conditional homoscedasticity.
Is there any possibility to get the DWH test statistic for robust standard errors?
I have a similar problem with the Anderson L-R statistic.
If I use
I get the Anderson L-R statistic. But in case I use robust standard errors
I get the Kleibergen-Paap-rk LM statistic as an underidentification test instead of the Anderson L-R statistic.
I am replicating a paper, Kellenberg (2009): "An empirical investigation of the pollution haven haypothesis with strategic environmental and trade policy" with my own data set. Kellenberg also uses robust standard errors at the same time as the Anderson L-R statistic and the DWH statistic.
Is there any possibility to get these statistics if I use robust standard errors?
Thanks,
Teresa
I am doing an IV regression with ivreg2.
To check my results, I am trying to do a Durbin-Wu-Hausman test to test endogeneity.
Due to the textbook “An Introduction to Modern Econometrics Using Stata” by Christopher F. Baum, there are 3 ways of obtaining the DWH statistic in Stata:
- using hausman, sigmamore
- ivreg2, orthog()
- ivreg, ivendog
The problem is that this is only possible for conditional homoscedasticity.
Is there any possibility to get the DWH test statistic for robust standard errors?
I have a similar problem with the Anderson L-R statistic.
If I use
Code:
ivreg2 …., redundant (z1 z2 …)
Code:
ivreg2 …., robust redundant (z1 z2 …)
I am replicating a paper, Kellenberg (2009): "An empirical investigation of the pollution haven haypothesis with strategic environmental and trade policy" with my own data set. Kellenberg also uses robust standard errors at the same time as the Anderson L-R statistic and the DWH statistic.
Is there any possibility to get these statistics if I use robust standard errors?
Thanks,
Teresa
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