nntsDistributioninterval0to2pi | R Documentation |
Computes the distribution function for the data at theta
nntsDistributioninterval0to2pi(theta, cpars = 1/sqrt(2 * pi), M = 0)
theta |
Value at which the distribution function is computed |
cpars |
Vector of complex numbers of dimension M+1. The first element is a real and positive number. The sum of the SQUARED moduli of the c parameters must be equal to 1/(2*pi). |
M |
Number of components in the NNTS |
The function returns the value of the distribution function at theta
Juan Jose Fernandez-Duran and Maria Mercedes Gregorio-Dominguez
cpars<-nntsrandominitial(3)
nntsDistributioninterval0to2pi(0, cpars, 3)
nntsDistributioninterval0to2pi(pi, cpars, 3)
nntsDistributioninterval0to2pi(2*pi-0.00000001, cpars, 3)
nntsDistributioninterval0to2pi(2*pi, cpars, 3)
nntsDistributioninterval0to2pi(3*pi, cpars, 3)
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