vine_distributions | R Documentation |
Density, distribution function and random generation for the vine based distribution.
dvine(x, vine, cores = 1) pvine(x, vine, n_mc = 10^4, cores = 1) rvine(n, vine, qrng = FALSE, cores = 1)
x |
evaluation points, either a length d vector or a d-column matrix, where d is the number of variables in the vine. |
vine |
an object of class |
cores |
number of cores to use; if larger than one, computations are
done in parallel on |
n_mc |
number of samples used for quasi Monte Carlo integration. |
n |
number of observations. |
qrng |
if |
See vine for the estimation and construction of vine models. Here, the density, distribution function and random generation for the vine distributions are standard.
The functions are based on dvinecop()
, pvinecop()
and rvinecop()
for
vinecop objects, and either kde1d::dkde1d()
, kde1d::pkde1d()
and
kde1d::qkde1d()
for estimated vines (i.e., output of vine()
), or the
standard d/p/q-xxx from stats::Distributions for custom vines
(i.e., output of vine_dist()
).
dvine()
gives the density, pvine()
gives the distribution function,
and rvine()
generates random deviates.
The length of the result is determined by n
for rvine()
, and
the number of rows in u
for the other functions.
The vine
object is recycled to the length of the
result.
# specify pair-copulas bicop <- bicop_dist("bb1", 90, c(3, 2)) pcs <- list( list(bicop, bicop), # pair-copulas in first tree list(bicop) # pair-copulas in second tree ) # set up vine copula model mat <- rvine_matrix_sim(3) vc <- vine_dist(list(distr = "norm"), pcs, mat) # simulate from the model x <- rvine(200, vc) pairs(x) # evaluate the density and cdf dvine(x[1, ], vc) pvine(x[1, ], vc)
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