Nothing
dmvnorm <-
function (x, mu, Sigma, log = FALSE) {
if (!is.matrix(x))
x <- rbind(x)
p <- length(mu)
if (p == 1) {
dnorm(x, mu, sqrt(Sigma), log = log)
} else {
t1 <- length(mu) == length(Sigma)
t2 <- all(abs(Sigma[lower.tri(Sigma)]) < sqrt(.Machine$double.eps))
if (t1 || t2) {
if (!t1)
Sigma <- diag(Sigma)
nx <- nrow(x)
ff <- rowSums(dnorm(x, rep(mu, each = nx),
sd = rep(sqrt(Sigma), each = nx), log = TRUE))
if (log) ff else exp(ff)
} else {
ed <- eigen(Sigma, symmetric = TRUE)
ev <- ed$values
evec <- ed$vectors
if (!all(ev >= -1e-06 * abs(ev[1])))
stop("'Sigma' is not positive definite")
ss <- x - rep(mu, each = nrow(x))
inv.Sigma <- evec %*% (t(evec) / ev)
quad <- 0.5 * rowSums((ss %*% inv.Sigma) * ss)
fact <- - 0.5 * (p * log(2 * pi) + sum(log(ev)))
if (log)
as.vector(fact - quad)
else
as.vector(exp(fact - quad))
}
}
}
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