CircNNTSR (version 2.3)

mnntssimulation: MNNTS density simulation function

Description

Simulation for the density function for the MNNTS model

Usage

mnntssimulation(nsim=1, cpars = 1/(2 * pi), M = c(0,0), R=2)

Value

simulations

The function generates nsim random values from the MNNTS density function

conteo

Number of uniform random numbers used for simulations

Arguments

nsim

Number of simulations

cpars

Parameters of the model. A vector of complex numbers of dimension prod(M+1). The first element is a real and positive number. The first M[1]+1 elements correspond to dimension one, next M[2]+1 elements correspond to dimension two, and so on. The sum of the SQUARED moduli of the c parameters must be equal to 1/(2*pi).

M

Vector of length R with number of components in the MNNTS for each dimension

R

Number of dimensions

Author

Juan Jose Fernandez-Duran and Maria Mercedes Gregorio-Dominguez

References

Fernandez-Duran, J.J. and Gregorio-Dominguez, M.M. (2009) Multivariate Angular Distributions Based on Multiple Nonnegative Trigonometric Sums, Working Paper, Statistics Department, ITAM, DE-C09.1

Examples

M<-c(2,3)
R<-length(M)
ccoef<-mnntsrandominitial(M,R)
data<-mnntssimulation(10,ccoef,M,R)
data