rFFrankJoe | R Documentation |
Generate a vector of variates V \sim F
from the distribution
function F
with Laplace-Stieltjes transform
(1-(1-\exp(-t)(1-e^{-\theta_1}))^\alpha)/(1-e^{-\theta_0}),
for Frank, or
1-(1-\exp(-t))^\alpha,
for Joe, respectively,
where \theta_0
and \theta_1
denote two parameters
of Frank (that is, \theta_0,\theta_1\in(0,\infty)
) and Joe (that is, \theta_0,\theta_1\in[1,\infty)
) satisfying
\theta_0\le\theta_1
and \alpha=\theta_0/\theta_1
.
rFFrank(n, theta0, theta1, rej)
rFJoe(n, alpha)
n |
number of variates from |
theta0 |
parameter |
theta1 |
parameter |
rej |
method switch for |
alpha |
parameter |
rFFrank(n, theta0, theta1, rej)
calls
rF01Frank(rep(1,n), theta0, theta1, rej, 1)
and
rFJoe(n, alpha)
calls rSibuya(n, alpha)
.
numeric vector of random variates V
of length n
.
rF01Frank
, rF01Joe
, also for references.
rSibuya
, and rnacopula
.
## Simple definition of the functions:
rFFrank
rFJoe
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