[R-sig-ME] Multilevel Ordinal Logistic Regression: clmm warnings
Rune Haubo
rune.haubo at gmail.com
Mon Jun 25 08:35:43 CEST 2012
Nicholas,
I agree with David: this doesn't sound so good and it seems that the
model might not have converged... However, to provide more qualified
help, I will need to see the result of
summary(Model.mlol)
sessionInfo()
If you can disclose the result of str(your_data) that might also be
helpful. Lastly, I suggest that you install the latest version of
ordinal from R-Forge due to some recent improvements to the fitting
algorithm:
install.packages("ordinal", repos="http://R-Forge.R-project.org")
Cheers,
Rune
On 25 June 2012 00:49, David Duffy <David.Duffy at qimr.edu.au> wrote:
> On Sat, 23 Jun 2012, Nicholas Sabin wrote:
>
>> I am working with repeated measures for subjects and the dependent
>> variable
>> is ordered categories. So I am working on building a Multilevel Ordinal
>> Logistic Regression model.
>>
>> Example Data:
>>
>> ID Cycle X X2 PerfCat
>> 100 1 3.5 12 1
>> 100 2 7.6 57 4
>> 100 3 6.6 43 3
>>
>> Model.mlol <- clmm(as.ordered(PerfCat) ~
>> X+X2+(1|ID),
>> data=ExampleData)
>>
>> "In update.uC(rho) : Non finite negative log-likelihood
>> at iteration 165"
>
>
> I presume Rune Haubo Christensen will give a better answer but this
> doesn't sound very good. What did
>
> clmm(as.ordered(PerfCat) ~ X + (1|ID)..
>
> and
>
> clmm(as.ordered(PerfCat) ~ poly(X,2) + (1|ID)..
>
> give?
>
> Also, the rule of thumb is that ordinal variables with five or more levels
> can usually be treated as continuous without inference problems. That is,
> you should be getting answers close to your LMM result.
Well, in my experience that depends strongly on the problem and the
type of data you are dealing with. I have seen many examples where the
response variable had more than 5 levels and linear (mixed) models
were definitely inappropriate.
>
> Cheers, David Duffy.
>
>
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--
Rune Haubo Bojesen Christensen
PhD Student, M.Sc. Eng.
Phone: (+45) 45 25 33 63
Mobile: (+45) 30 26 45 54
DTU Informatics, Section for Statistics
Technical University of Denmark, Build. 305, Room 122,
DK-2800 Kgs. Lyngby, Denmark
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