A p by p "bread" matrix for the Huber-White sandwich estimator
(variance-covariance matrix multiplied by the number of clusters), where
p represents the number of parameters.
If full = FALSE, returns the
variance-covariance matrix of only fixed effect
parameters. If full = TRUE , returns the variance-covariance matrix
for all fitted parameters (including fixed effect parameters,
random effect (co)variances, and residual variance.
If information = "expected", the variance-covariance matrix
is based on the inversion of Fisher information matrix.
If information = "observed", the variance-covariance matrix
is based on the observed Fisher information, which is the negative
of Hessian matrix. If ranpar = "var", the random effects are
parameterized as variance/covariance; If ranpar = "sd",
the random effects are parameterized as standard deviation/correlation.