Class "nacopula" of Nested Archimedean Copulas
Class of nested Archimedean Copulas, "nacopula"
,
and its specification "outer_nacopula"
differ only by the validation method, which is stricter for the
outer(most) copula (the root copula).
Objects can be created by calls of the form new("nacopula", ...)
,
which is only intended for experts. Root copulas are typically constructed by
onacopula(.)
.
copula
:an object of class
"acopula"
, denoting the top-level Archimedean
copula of the nested Archimedean copula, that is, the root copula.
comp
:an integer
vector (possibly of
length 0) of indices of components in 1:d
which are not
nested Archimedean copulas. Here, d denotes the
dimension of the random vectors under consideration; see
the dim()
method below.
childCops
:a (possibly empty) list
of
further nested Archimedean copulas (child copulas), that is, objects
of class "nacopula"
. The "nacopula"
objects
therefore contain "acopula"
objects as
special cases.
signature(x = "nacopula"):
returns the dimension
d of the random vector U following x
.
signature("nacopula"):
calling
printNacopula
for a compact overview of the nested
Archimedean copula under consideration.
## nacopula and outer_nacopula class information showClass("nacopula") showClass("outer_nacopula") ## Construct a three-dimensional nested Frank copula with parameters ## chosen such that the Kendall's tau of the respective bivariate margins ## are 0.2 and 0.5. theta0 <- copFrank@iTau(.2) theta1 <- copFrank@iTau(.5) C3 <- onacopula("F", C(theta0, 1, C(theta1, c(2,3)))) C3 # displaying it, using show(C3); see help(printNacopula) ## What is the dimension of this copula? dim(C3) ## What are the indices of direct components of the root copula? C3@comp ## How does the list of child nested Archimedean copulas look like? C3@childCops # only one child for this copula, components 2, 3
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