NMixMCMC. It computes
estimated posterior predictive densities for each pair of margins.NMixPredDensJoint2(x, ...)## S3 method for class 'default':
NMixPredDensJoint2(x, scale, K, w, mu, Li, Krandom=TRUE, \dots)
## S3 method for class 'NMixMCMC':
NMixPredDensJoint2(x, grid, lgrid=50, scaled=FALSE, \dots)
## S3 method for class 'NMixMCMC':
NMixPredDensJoint2(x, grid, lgrid=50, scaled=FALSE, \dots)
NMixMCMC for
NMixPredDensJoint2.NMixMCMC function. an object of class NMixMCMC for
NMixPlugDensJoint2.NMixMCMC function.
A list with the grid values (see below) f
shift and the
scale. If not given, shift is equal to zero and scale is
equal to one.Krandom$=$FALSE) or a
numeric vector with the chain for the number of mixture components. If grid is not specified, it is created automatically using
the information from the posterior summary statistics stored in x<
grid if
that is not specified.TRUE, the density of shifted and scaled data is
summarized. The shift and scale vector are taken from the
scale component of the object x.NMixPredDensJoint2 which has the following components:x1, ...or take names from
grid argument.freqK.1-2,
1-3, ..., i.e.,
dens[[1]]$=$dens[["1-2"]] is the pairwise predictive
density for margins 1 and 2, etc. Each component of the list
is a matrix in such a form that it can be directly passed together
with the proper components of x to the plotting functions
like contour or image.1-2, 1-3, .... That is,
dens[[1]][[1]] $=$ dens[["1-2"]][[1]] is the
pairwise predictive density for margins 1 and 2 conditioned by $K=1$,
dens[[1]][[2]] $=$ dens[["1-2"]][[2]] is the
pairwise predictive density for margins 1 and 2 conditioned by $K=2$ etc. Note that densK provides some additional information only
when Krandom $=$ TRUE or when x results from
the NMixMCMC call to the reversible jump MCMC.
plot method implemented for the resulting object.plot.NMixPredDensJoint2, NMixMCMC,
GLMM_MCMC, NMixPredDensMarg.## See additional material available in
## YOUR_R_DIR/library/mixAK/doc/
## or YOUR_R_DIR/site-library/mixAK/doc/
## - files Galaxy.pdf, Faithful.pdf, Tandmob.pdfRun the code above in your browser using DataLab