functionGenerateVariateWrap

Information

GenerateVariate

Syntax

GenerateVariate(Cg1,Cg2,Cg3,Cg4,Cg5,Cg6,Bg1,Bg2,Bg3,Bg4,Bg5,Bg6,Ig1,Ig2,Ig3,Ig4,Ig5,Ig6,Anti,IncPrec,distribution,p1,p2,p3,p4)

Description

This function generates a random variate from the distribution indicated in with the integer pararameter "distribution", using the following value correspondence:

• 1 = Constant
• 2 = Bernoulli
• 3 = Discrete Uniform
• 4 = Binomial
• 5 = Geometric
• 6 = Negative Binomial
• 7 = Poisson
• 8 = Uniform
• 9 = Exponential
• 10 = Erlang
• 11 = Gamma
• 12 = Weibull
• 13 = Normal
• 14 = LogNormal
• 15 = Beta
• 16 = Johnson (bounded and unbounded)
• 17 = Triangular
• other value = initalization of the generator (call to initGenerator() function).

This function receives as parameters the individual components of a CMRG generator, instead of the record like in the GenerateVariate function.
It returns the updated state of the generator also with its individual components.

Examples

 (u,g.Cg1,g.Cg2,g.Cg3,g.Cg4,g.Cg5,g.Cg6,g.Bg1,g.Bg2,g.Bg3,g.Bg4,g.Bg5,g.Bg6,g.Ig1,g.Ig2,g.Ig3,g.Ig4,g.Ig5,g.Ig6,g.Anti,g.IncPrec) := 
 GenerateVariate(g.Cg1,g.Cg2,g.Cg3,g.Cg4,g.Cg5,g.Cg6,g.Bg1,g.Bg2,g.Bg3,g.Bg4,g.Bg5,g.Bg6,g.Ig1,g.Ig2,g.Ig3,g.Ig4,g.Ig5,g.Ig6,g.Anti,g.IncPrec,2,0.4);
 // Generates a discrete variate (u) with Bernoulli(0.4) probability distribution.

 (u,g.Cg1,g.Cg2,g.Cg3,g.Cg4,g.Cg5,g.Cg6,g.Bg1,g.Bg2,g.Bg3,g.Bg4,g.Bg5,g.Bg6,g.Ig1,g.Ig2,g.Ig3,g.Ig4,g.Ig5,g.Ig6,g.Anti,g.IncPrec,) := 
 GenerateVariate(g.Cg1,g.Cg2,g.Cg3,g.Cg4,g.Cg5,g.Cg6,g.Bg1,g.Bg2,g.Bg3,g.Bg4,g.Bg5,g.Bg6,g.Ig1,g.Ig2,g.Ig3,g.Ig4,g.Ig5,g.Ig6,g.Anti,g.IncPrec,11,0.4,0.6);
 // Generates a discrete variate (u) with Gamma(0.4,0.6) probability distribution.

The example VariatesSimple2 uses of this function.

Inputs

Outputs