public class ChiSquare extends AbstractContinousDistribution
p(x) = (1/g(f/2)) * (x/2)^(f/2-1) * exp(-x/2) with g(a) being the gamma function and f being the degrees of freedom.
Valid parameter ranges: freedom > 0.
Instance methods operate on a user supplied uniform random number generator; they are unsynchronized.
Implementation:
J.F. Monahan (1987): An algorithm for generating chi random variables, ACM Trans. Math. Software 13, 168-172.
Modifier and Type | Field and Description |
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protected double |
freedom |
protected static ChiSquare |
shared |
randomGenerator
serialVersionUID
Constructor and Description |
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ChiSquare(double freedom,
RandomEngine randomGenerator)
Constructs a ChiSquare distribution.
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Modifier and Type | Method and Description |
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double |
cdf(double x)
Returns the cumulative distribution function.
|
double |
nextDouble()
Returns a random number from the distribution.
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double |
nextDouble(double freedom)
Returns a random number from the distribution; bypasses the internal state.
|
double |
pdf(double x)
Returns the probability distribution function.
|
void |
setState(double freedom)
Sets the distribution parameter.
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static double |
staticNextDouble(double freedom)
Returns a random number from the distribution.
|
String |
toString()
Returns a String representation of the receiver.
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apply, apply, clone, getRandomGenerator, makeDefaultGenerator, nextInt, setRandomGenerator
protected double freedom
protected static ChiSquare shared
public ChiSquare(double freedom, RandomEngine randomGenerator)
freedom
- degrees of freedom.IllegalArgumentException
- if freedom < 1.0.public double cdf(double x)
public double nextDouble()
nextDouble
in class AbstractDistribution
public double nextDouble(double freedom)
freedom
- degrees of freedom.
It should hold freedom < 1.0.public double pdf(double x)
public void setState(double freedom)
freedom
- degrees of freedom.IllegalArgumentException
- if freedom < 1.0.public static double staticNextDouble(double freedom)
freedom
- degrees of freedom.IllegalArgumentException
- if freedom < 1.0.Copyright © 2006–2019 SYSTAP, LLC DBA Blazegraph. All rights reserved.