| mnntssimulation {CircNNTSR} | R Documentation |
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)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 |
Value
simulations |
The function generates nsim random values from the MNNTS density function |
conteo |
Number of uniform random numbers used for simulations |
Author(s)
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