Announcement

Collapse
No announcement yet.
X
  • Filter
  • Time
  • Show
Clear All
new posts

  • Missing F statistic after heckprob in MI

    I need to estimate a probit with selection, and one of my regressors, income, is simulated. I am using MI to estimate the model, following the suggestion provided here:
    HTML Code:
    http://www.stata.com/statalist/archive/2012-11/msg00757.html
    that says that it is possible to treat simulated data as if multiply imputed.

    The --heckprob-- command is not supported by --mi estimate--, and I'm forcing it with the --cmdok-- option (it should be OK, according to this post:
    HTML Code:
    http://stats.stackexchange.com/questions/65678/using-heckman-in-combination-with-mi-estimate-stata
    )

    My data are at the individual level, and it is a repeated cross-section dataset. What I'm running is essentially:
    Code:
    mi estimate, cmdok post: heckprob y c.x1##c.x2 [pweight=weight], select(z = x3 x4 c.x1> 0##c.x2) vce(cluster psu)
    where x1 is income, x2 another continuous regressor, x3 a continuous variable and x4 a variable that acts as state-year FE.

    The estimation converges, and I get coefficients and standard errors. However, the second parameter of the F-statistics is missing, and of course also the value of the F statistic and its p-value:
    Code:
    F(   4,      .)   =          .
    Prob > F          =          .
    I tried to remove the cluster option, and substitute heckprob with heckman, but the F statistic is still missing. The correlation between the regressors is not high, and I don't have any dummy variable among the regressors (x4 is not a dummy, but it acts as a FE.)

    If I run --heckprob-- on one of the simulations only, i.e. I get rid of --mi estimate-- and only use --heckprob-- I get values for the Wald chi2.

    What could be the cause for my problem? Could it be that heckprob is actually not suitable for MI? And, even if my F statistic is missing, can I trust the coefficients and the standard errors that I get from the estimations?

    Thanks,

    Rossella
Working...
X