PANELDOLS—Pedroni(2001) DOLS
Posted: Thu Aug 13, 2015 4:15 pm
This is a revised procedure for estimating the cointegrating vectors using the multivariate group mean panel DOLS from Pedroni(2001) "Purchasing Power Parity Tests in Cointegrated Panels," Review of Economics and Statistics, 83, 727-731.
Compared with earlier versions, this adds the option for DET=TREND (not just CONSTANT), a SMPL option for excluding data points, defines global variables for the individual coefficients and covariance matrices and defines residuals from the mean group estimates.
paneldols.src
Detailed description
The use of this procedure is covered in detail as part of the Panel/Grouped Data e-course.
A companion procedure for estimating with FM OLS rather than DOLS is @PANELFM.
An example of its use is Pedroni(2001)
Important Note
DOLS can very quickly exhaust the degrees of freedom in a data set. There are 2*DLAGS+1 (by default 5) added regressors in the differences for each right side endogenous variable plus you lose DLAGS*2+1 data points allowing for lags and leads and differences. So 20 observations per individual, two right side endogenous variables, DLAGS=2 leaves you with 15 usable observations, and 13 regressors (constant + 2 current RHS + 2 x 5 additional lags and leads on the differences).
Compared with earlier versions, this adds the option for DET=TREND (not just CONSTANT), a SMPL option for excluding data points, defines global variables for the individual coefficients and covariance matrices and defines residuals from the mean group estimates.
paneldols.src
Detailed description
The use of this procedure is covered in detail as part of the Panel/Grouped Data e-course.
A companion procedure for estimating with FM OLS rather than DOLS is @PANELFM.
An example of its use is Pedroni(2001)
Important Note
DOLS can very quickly exhaust the degrees of freedom in a data set. There are 2*DLAGS+1 (by default 5) added regressors in the differences for each right side endogenous variable plus you lose DLAGS*2+1 data points allowing for lags and leads and differences. So 20 observations per individual, two right side endogenous variables, DLAGS=2 leaves you with 15 usable observations, and 13 regressors (constant + 2 current RHS + 2 x 5 additional lags and leads on the differences).