Compute a level curve or level set of a copula for \(U\) with respect to \(V\) (Nelsen, 2006, pp. 12--13). The level curve at level \(t\) is defined for \(V \mapsto [0+\Delta v, 1-\Delta v, \Delta v]\) by
$$t \mapsto \mathbf{C}(u, v{=}V)\mbox{,}$$
and solving for \(u\). The function is largely a dispatcher to features of level.curvesCOP2
.
level.setCOP2(cop=NULL, para=NULL, getlevel=NULL, delv=0.001, lines=FALSE, ...)
The level set for \(t\)
\(=\)
getlevel
is returned.
Nelsen, R.B., 2006, An introduction to copulas: New York, Springer, 269 p.
level.setCOP
, level.curvesCOP2