[Lme4-authors] Underdispersion in GLMM
[I'm taking the liberty of forwarding this to r-sig-mixed-models, where I think it is more appropriate.] A few thoughts about underdispersion: * underdispersed _count_ data (e.g. litter sizes for large mammals) are often better captured by an ordinal model (e.g. ordinal::clmm) * you _might_ be able to fit underdispersed binomial data by allowing negative correlation structure within groups: this could be tricky, though, depending on the size and complexity of your data set. (The standard approach of nested random effects is essentially a compound symmetry structure, but only allows positive/non-negative correlations. The nlme package enabled fitting models with a more general CS structure, but that's not implemented in lme4, and slightly harder to do in GLMMs in general). * the standard 'quasi-likelihood' approach, i.e. taking the estimated level of underdispersion and shrinking all the confidence intervals accordingly, might be a reasonable first/hackish approach. The thing to be careful about there is that I have yet to read any good treatment (or figure out for myself) how quasi-likelihood estimates of 'residual' variance interact with the estimates of the random effects variances ... good luck, Ben Bolker
On 14-03-31 03:51 PM, Eva Reindl wrote:
Dear Mr Bates, Mr Maechler, Mr Bolker, Mr Walker, Mr Christensen, and Mr Singmann, My name is Eva Reindl and I am a Phd student at the University of Birmingham working with your lme4 package to analyse my data. I am running GLMMs with a binomial error structure and found that my full model is heavily underdispersed. I am writing you because I would like to ask whether your package offers any strategy to deal with underdispersion. Any help or reference to resources would be greatly appreciated. I would like to thank you very much in advance for your efforts. Yours sincerely, Eva Reindl Eva Reindl MSc Doctoral Researcher at School of Psychology University of Birmingham Edgbaston Birmingham B15 2TT United Kingdom phone: 0121 414 7209 E-mail: EMR328 at bham.ac.uk
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