search for: condhom

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2024 Apr 23
0
System GMM fails due to computationally singular system. Why?
...ple below. The fitting routine yields the following error: "Error in solve.default(w, t(hm)) : system is computationally singular: reciprocal condition number = 3.35459e-19" This happens only for certain types of the covariance matrix estimator: `MDS` and `HAC`. It does not happen for `CondHom`. Also, I am able to estimate the model without a problem using restricted OLS estimation via `systemfit::systemfit` (code not provided). I think the latter estimator is algebraically the same as `gmm::sysGmm` with identity weighting matrix and the `CondHom` option for the error covariance matrix....
2024 Apr 23
1
System GMM yields identical results for any weighting matrix
...ces. I get the same results (point estimates, standard errors and anything else that I can see (**except** for the value of the $J$-test) regardless of the weighting matrix. I do not think this is correct. The phenomenon persists regardless of what type of covariance matrix estimator I use: `MDS`, `CondHom` or `HAC`. It also persists regardless of whether I use unrestricted estimation or restrict the coefficients on one of the variables (the common regressor) to be equal across equations. **Question:** Why does system GMM via `gmm::sysGmm` yield identical results for any weighting matrix? How can I...
2024 Apr 23
1
System GMM yields identical results for any weighting matrix
...results (point estimates, standard errors and > anything else that I can see (**except** for the value of the $J$-test) > regardless of the weighting matrix. I do not think this is correct. > The phenomenon persists regardless of what type of covariance matrix > estimator I use: `MDS`, `CondHom` or `HAC`. > It also persists regardless of whether I use unrestricted estimation or > restrict the coefficients on one of the variables (the common regressor) to > be equal across equations. > > **Question:** Why does system GMM via `gmm::sysGmm` yield identical results > for any...