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From |
Tak Wing Chan <tw.chan@sociology.oxford.ac.uk> |

To |
r-help <r-help@stat.math.ethz.ch>, statalist@hsphsun2.harvard.edu |

Subject |
st: Multinomial logistic regression under R and Stata |

Date |
Mon, 21 Apr 2003 16:58:59 +0100 |

Dear Colleagues

I posted to the R-help and Stata lists a little while ago concerning some disagreement in results I obtained from using the multinom function in R and the mlogit command in Stata.

Many thanks to colleagues for your comments and ideas. I have checked out some of your suggestions, and here is a report. The disagreements I reported are of two types: (1) parameter estimates for the intercepts and (2) standard errors of a quadratic term of a quantitative variable.

Regarding (1): yes, as some of you suggested, this is due to the coding of another covariate in the model. Thanks!

As for (2), it turns out that the problem has to do with the scale of the quadratic term.

In my original model, I have, out of habit, scaled down the quadratic term by 100, so as to make its scale comparable to the linear term. I.e. I did the following.

varsq <- var*var/100

This is in fact unnecessary in the present case, given the scale of the linear term. But anyway, with the division, R and Stata disagree:

beta s.e.

R: 5.939880 2.920165

Stata: 5.939747 5.455495

R: 11.228705 2.191625

Stata: 11.22761 4.630293

However, if I don't divide the quadratic term by 100, then R and Stata agree.

R: 0.05939645 0.05455490

Stata: 0.0593975 0.0545549

R: 0.11227038 0.04630296

Stata: 0.1122761 0.0463029

So it apprears that R might have some precision problem in calculating the Hessian when the scale of a variable is very small. I talked to a colleague, David Firth, about this, and he suggests

> Possibly it would be worth implementing an algebraic vcov method for multinomial logit models [in R]?

Once again, many thanks to colleagues for your time and help.

Cheers. Wing

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