Compute multivariate Student-t (MVT) probabilities that have spatial covariance matrices using Vecchia approximation
pmvt(
lower,
upper,
delta,
df,
locs = NULL,
covName = "matern15_isotropic",
covParms = c(1, 0.1, 0),
m = 30,
sigma = NULL,
reorder = 0,
NLevel1 = 12,
NLevel2 = 10000,
verbose = FALSE,
retlog = FALSE,
...
)
estimated MVT probability and estimation error
lower bound vector for TMVT
upper bound vector for TMVT
MVT shifting parameter
degrees of freedom
location (feature) matrix n X d
covariance function name from the `GpGp` package
parameters for `covName`
Vecchia conditioning set size
dense covariance matrix, not needed when `locs` is not null
whether to reorder integration variables. `0` for no, `1` for FIC-based univariate ordering, `2` for Vecchia-based univariate ordering, and `3` for univariate reordering, which appeared faster than `2`
first level Monte Carlo sample size
second level Monte Carlo sample size
verbose or not
TRUE or FALSE for whether to return loglk or not
could be m_ord for conditioning set size for reordering