xPareto | R Documentation |
Probability (cumulative) distribution function pPareto
and quantile function qPareto
of Pareto type IV distribution.
pPareto(t,pars)
qPareto(t,pars)
t |
numeric. Argument of the functions. |
pars |
numeric vector of length 4. Parameters of the Pareto distribution (see Details). |
Cumulative distribution function of 4-parametric Pareto is defined as
cdf(x)=1-\left(1+\left(\frac{t-p_4}/p_1\right)^{1/p_3}\right)^{-p_2}\quad \textrm{for } t\geq p_4
and results to 0 otherwise.
Numeric.
Tomas Bacigal
generator
, depfun
, copula
## probability P(X<q)=p
pPareto(t = 2.5, pars = c(10.,5.,3.,1)) # 0.8823436
qPareto(t = .Last.value, pars = c(10.,5.,3.,1)) # 2.5
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.