Thanks for the reply Christian,
> I have never used mmlcr for this, but quite generally when fitting such
> models, the likelihood has often very many local optima. This means that the
> result of the EM (or a similar) algorithm depends on the initialisation,
> which in flexmix (and perhaps also i
Dear Carson,
I have never used mmlcr for this, but quite generally when fitting such
models, the likelihood has often very many local optima. This means that
the result of the EM (or a similar) algorithm depends on the
initialisation, which in flexmix (and perhaps also in mmlcr) is done in a
Dear list,
I have been comparing the outputs of two packages for latent class
regression, namely 'flexmix', and 'mmlcr'. What I have noticed is that
the flexmix package appears to come up with a much better fit than the
mmlcr package (based on logLik, AIC, BIC, and visual inspection). Has
anyone e
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