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## maxLik
vcov.maxLik <- function(object, eigentol=1e-12, ...) {
## if exists $varcovar, take it
if(!is.null(object$varcovar))
return(object$varcovar)
## otherwise invert hessian
activePar <- activePar(object)
if(!is.null(hess <- hessian(object))) {
hess <- hessian(object)[activePar, activePar,drop=FALSE]
hessev <- abs(eigen(hess, symmetric=TRUE, only.values=TRUE)$values)
varcovar <- matrix(0, nParam.maxim(object), nParam.maxim(object))
# this makes the fixed parameters to 0
rownames( varcovar ) <- colnames(varcovar ) <- names(coef.maxLik(object))
if(min(hessev) > (eigentol*max(hessev))) {
## If hessian is not singular, fill in the free parameter values
varcovar[activePar,activePar] <- solve(-hessian(object)[activePar,activePar])
# guarantee that the returned variance covariance matrix is symmetric
varcovar <- ( varcovar + t( varcovar ) ) / 2
}
else {
## If singular, the free parameter values will be Inf
varcovar[activePar,activePar] <- Inf
}
return(varcovar)
}
else
return(NULL)
}
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