timing(n, family, taus, digits = 3, verbose = FALSE)
"acopula "
) for which $V_0$ and
$V_{01}$ are sampled.numeric
vector of Kendall's taus. This vector is
converted to a vector of copula parameters $theta$, which then serve as
$theta_0$ and $theta_1$ for a three-dimensional
fully nested ArchimedeanFALSE
).1000*system.time(.)[1]
) where $k$ is length(taus)
.
The first column contains the run times for generating the
$V_0$s. For the submatrix that remains if the first column is
removed, row $i$ (for ${theta_0}_i$) contains the run times
for the $V_{01}$s for a particular $theta_0$ and all the
admissible $theta_1$s.acopula
and our predefined "acopula"
family objects in acopula-families
. For some timings on a
standard notebook, see demo(timings)
(or the file
timing(10000, "Gumbel", taus = c(0.05,(1:9)/10,0.95))
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