Description Usage Arguments Value Author(s) References
Plotting a paircopula of class 'paircopula'.
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x |
object of class 'paircopula', result of function 'paircopula'. |
val |
Default val = NULL, one can calculate the estimated density/distribution for bivariate vector, e.g. val=c(0.5,1). |
marg |
Default = TRUE, plotting the marginal densities. |
plot.view |
Default = TRUE, if 'FALSE' no plot is shown, e.g. for calculations with val != NULL. |
int |
Default = FALSE, if TRUE, the integral, i.e. the distribution of the copula density is plotted. |
main.txt |
Default = NULL shows 'K' and the value of lambda. |
sub.txt |
Default = NULL shows the log-likelihood, the penalized log-likelihood and the cAIC-value of the estimation. |
contour |
If TRUE, a contour plot is shown. Default = FALSE. |
cuts |
Number of cuts for the contour plots, if contour=TRUE. |
cex |
Default = 1, determing the size of the main of the plot. |
cex.axes |
Default = 1, determing the size of the labels at the axes. |
xlab |
Default = NULL and no text is printed at the xlab |
ylab |
Default = NULL and no text is printed at the ylab |
zlab |
Default = NULL and 'density' is printed at the zlab for int=FALSE and 'distribution' for int=TRUE. |
xlim |
Default = NULL, changes the range for the values of x in the case of a contour plot. |
ylim |
Default = NULL, changes the range for the values of y in the case of a contour plot. |
zlim |
Default = NULL and the range for the values of z are the range of calculated values. |
show.observ |
Default = FALSE. If TRUE, plotting the original observation into a contourplot. |
margin.normal |
Default = FALSE. If TRUE, the plot is presented with margins following standard normal distribution. |
... |
further arguments |
If 'val' is not NULL, the function returns a matrix with the calculated density or distribution values for the set 'val'.
Christian Schellhase <cschellhase@wiwi.uni-bielefeld.de>
Flexible Pair-Copula Estimation in D-vines using Bivariate Penalized Splines, Kauermann G. and Schellhase C. (2014+), Statistics and Computing (to appear).
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