Description Usage Arguments Details Value References See Also Examples
The probability density function for the multivariate canonical fundamental skew t (CFUST) distribution and finite mixture of CFUST distributions
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dat |
the data matrix giving the coordinates of the point(s) where the density is evaluated.
This is either a vector of length |
mu |
for |
sigma |
for |
delta |
for |
dof |
for |
pro |
the mixing proportions; for |
known |
a list containing the parameters of the model.
If specified, it overwrites the values of |
The function dcfust
computes the density value of a specified multivariate
canonical fundamental skew t (CFUST) distribution.
If any model parameters are not specified, their default values are used:
mu
and delta
are zero vectors, sigma
is the identity matrix,
and dof
is 1
.
The function dfmcfust
computes the density value for a specified mixture of
MST distribution. Note that dfmcfust
expects at least dof
is specified.
Other missing parameters will take the default value described above.
When g=1
, dfmcfust
passes the call to dcfust
.
Model parameters can be passed to dcfust
and dfmcfust
through the argument known
or listed as individual arguments.
If both methods of input were used, the parameters specified in known
will be used.
dcfust
and dfmcfust
returns a numeric vector of density values
Lee S.X. and McLachlan, G.J. (2016). Finite mixtures of canonical fundamental skew t-distributions: the unification of the restricted and unrestricted skew t-mixture models. Statistics and Computing 26, 573-589.
Lee S.X. and McLachlan, G.J. (2017). EMMIXcskew: An R Package for the Fitting of a Mixture of Canonical Fundamental Skew t-Distributions. Journal of Statistical Software 83(3), 1-32. URL 10.18637/jss.v083.i03.
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