GMM "near singularity" and changing coefficients
Posted: Thu Jun 25, 2009 1:44 pm
Hello,
I have two questions regarding GMM and would be very grateful for any comments and help:
When I estimate several GMM equations, I may get "near singular matrix" result even when I am re-estimating equation which I have previsouly estimated without encountering this note... I thought this might be related to c and resid vectors - when I reset the c vector to 0 vector (default when new workfile is opened), the estimation works just fine...
Thus, I would like to aks whether I am correct in linking the problem to the c vector and if so, why?
Also, when the GMM estimation is run and then re-run (by pressing estimate again), the coefficients are altered slightly (after several successive re-estimations the coefficients seem to converge) - why is this so and should we use the "converged" version (usually the difference is of a small magnitude and would not matter due to rounding).
Thank you very much in advance for your help.
I have two questions regarding GMM and would be very grateful for any comments and help:
When I estimate several GMM equations, I may get "near singular matrix" result even when I am re-estimating equation which I have previsouly estimated without encountering this note... I thought this might be related to c and resid vectors - when I reset the c vector to 0 vector (default when new workfile is opened), the estimation works just fine...
Thus, I would like to aks whether I am correct in linking the problem to the c vector and if so, why?
Also, when the GMM estimation is run and then re-run (by pressing estimate again), the coefficients are altered slightly (after several successive re-estimations the coefficients seem to converge) - why is this so and should we use the "converged" version (usually the difference is of a small magnitude and would not matter due to rounding).
Thank you very much in advance for your help.