nntsDistributioninterval0to1: NNTS distribution function for the incidence data defined in...
In CircNNTSR: Statistical Analysis of Circular Data using Nonnegative Trigonometric Sums (NNTS) Models
nntsDistributioninterval0to1 R Documentation
NNTS distribution function for the incidence data defined in the interval [0,1)
Description
Computes the distribution function at theta for the incidence data (number of observed values in certain intervals
defined in the interval [0,1))
Usage
nntsDistributioninterval0to1(theta, cpars = 1/sqrt(2 * pi), M = 0)
Arguments
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
Value
The function returns the value of the distribution function at theta
Author(s)
Juan Jose Fernandez-Duran and Maria Mercedes Gregorio-Dominguez
Examples
cpars<-nntsrandominitial(2)
nntsDistributioninterval0to1(pi, cpars, 2)
CircNNTSR documentation built on Sept. 1, 2023, 9:07 a.m.
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| nntsDistributioninterval0to1 | R Documentation |
NNTS distribution function for the incidence data defined in the interval [0,1)
Description
Computes the distribution function at theta for the incidence data (number of observed values in certain intervals defined in the interval [0,1))
Usage
nntsDistributioninterval0to1(theta, cpars = 1/sqrt(2 * pi), M = 0)Arguments
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 |
Value
The function returns the value of the distribution function at theta
Author(s)
Juan Jose Fernandez-Duran and Maria Mercedes Gregorio-Dominguez
Examples
cpars<-nntsrandominitial(2)
nntsDistributioninterval0to1(pi, cpars, 2)
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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