AbscontDistribution-class is the mother-class of the classes
Weibull. Further absolutely continuous distributions can be defined either by declaration of
own random number generator, density, cumulative distribution and quantile functions, or as result of a
convolution of two absolutely continuous distributions or by application of a mathematical operator to an absolutely
continuous distribution. An additional way is, to specify only the random number generator. The function
approximates the three remaining slots d, p and q by random sampling.
Objects from the Class
Objects can be created by calls of the form
new("AbscontDistribution", r, d, p, q).
The result of this call is an absolutely continuous distribution.
"Distribution", by class
N = Norm() # N is a normal distribution with mean=0 and sd=1. E = Exp() # E is an exponential distribution with rate=1. A1 = E+1 # a new absolutely continuous distributions with exact slots d, p, q A2 = A1*3 # a new absolutely continuous distributions with exact slots d, p, q A3 = N*0.9 + E*0.1 # a new absolutely continuous distribution with approximated slots d, p, q r(A3)(1) # one random number generated from this distribution, e.g. -0.7150937 d(A3)(0) # The (approximated) density for x=0 is 0.4379882. p(A3)(0) # The (approximated) probability that x <= 0 is 0.4562021. q(A3)(.1) # The (approximated) 10 percent quantile is 0.1.