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lme4, failure to converge with a range of optimisers, trust the fitted model anyway?

One of the problems is that you have a relatively high random effects
variance. A standard deviation of the intercept of 3 is a huge amount, it
means that there is massive variation in the random effect value needed to
model each cluster, to the point that some clusters will be all zeros and
some will be all ones. In this situation the assumption of approximate
normality of the likelihood around the nodes which is required for using
Laplace's method is very far from met.

I would find a spare computer and increase nAGQ to say 5. It might take a
while to run but hopefully it will be enough to make it converge. Then
increase nAGQ until the logLikelihood doesn't change. I have a preference
for nlminb.

Programs that do random effects logistic with more than one random effect
are scarce. I can try Latent Gold with Syntax Module but I'm not certain
what limit it has on number of observations.
On 4 April 2015 at 20:29, Hans Ekbrand <hans.ekbrand at gmail.com> wrote:

            

  
    

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Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 4 Ken Beath lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 4 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 4 Ben Bolker lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 4 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 4 Ken Beath lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Ben Pelzer lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Ken Beath lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Ken Beath lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Hans Ekbrand lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 5 Ken Beath lme4, failure to converge with a range of optimisers, trust the fitted model anyway? Apr 6