| ArchimedeanCopulae | R Documentation | 
A collection and description of functions to 
investigate bivariate Archimedean copulae. 
Archimedean Copulae Functions:
| rarchmCopula | Generates Archimedean copula variates, | 
| parchmCopula | computes Archimedean copula probability, | 
| darchmCopula | computes Archimedean copula density, | 
| rarchmSlider | displays interactive plots of variates, | 
| parchmSlider | displays interactive plots of probability, | 
| darchmSlider | displays interactive plots of density. | 
Special Copulae Functions:
| rgumbelCopula | Generates Gumbel copula variates, | 
| pgumbelCopula | computes Gumbel copula probability, | 
| dgumbelCopula | computes Gumbel copula density. | 
rarchmCopula(n, alpha = NULL, type = archmList())
parchmCopula(u = 0.5, v = u, alpha = NULL, type = archmList(), output = 
    c("vector", "list"), alternative = FALSE )
darchmCopula(u = 0.5, v = u, alpha = NULL, type = archmList(), output = 
    c("vector", "list"), alternative = FALSE )
   
rarchmSlider(B = 10) 
parchmSlider(type = c("persp", "contour"), B = 10)
darchmSlider(type = c("persp", "contour"), B = 10)
rgumbelCopula(n, alpha = 2)
pgumbelCopula(u = 0.5, v = u, alpha = 2, output = c("vector", "list"))
dgumbelCopula(u = 0.5, v = u, alpha = 2, output = c("vector", "list"))
| alpha | [Phi*][*archmCopula] -  | 
| alternative | [*Copula] -  | 
| B | [*Slider] -  | 
| n | [rarchmCopula] -  | 
| output | [*archmCopula] -  | 
| type | [*archmCopula] -  | 
| u, v | [*archmCopula] -  | 
The function pcopula returns a numeric matrix of probabilities 
computed at grid positions x|y.
The function parchmCopula returns a numeric matrix with values
computed for the Archemedean copula.
The function darchmCopula returns a numeric matrix with values
computed for thedensity of the Archemedean copula.
The functions Phi* return a numeric vector with the values
computed from the Archemedean generator, its derivatives, or its
inverse.
The functions cK and cKInv return a numeric vector with the 
values of the density and inverse for Archimedian copulae.
Diethelm Wuertz for the Rmetrics R-port.
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