javanpst.distributions.tests
Class KendallDistribution
- java.lang.Object
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- javanpst.distributions.tests.KendallDistribution
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public class KendallDistribution extends java.lang.ObjectAn implementation of the Kendall distribution. Uses a Singleton pattern to ensure only an instance of the class is allowed.
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Method Summary
All Methods Static Methods Instance Methods Concrete Methods Modifier and Type Method and Description doublecomputeApproximatedProbability(int n, double T)Computes approximated probability of the exact Kendall distributiondoublecomputeAsymptoticProbability(double Z, boolean dependence)Computes asymptotic probability of the Kendall distributiondoublecomputeExactProbability(int n, double T)Computes exact probability of the Kendall distributionstatic Critical1KeyTablegetCriticalTable()Gets the table of critical values of the distributionstatic Aproximate1KeyTablegetExactTable()Gets the table of the distributionstatic KendallDistributiongetInstance()Singleton pattern access to the distribution
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Method Detail
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getInstance
public static KendallDistribution getInstance()
Singleton pattern access to the distribution- Returns:
- the instance of the distribution
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getCriticalTable
public static Critical1KeyTable getCriticalTable()
Gets the table of critical values of the distribution- Returns:
- Reference to the table
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getExactTable
public static Aproximate1KeyTable getExactTable()
Gets the table of the distribution- Returns:
- Reference to the table
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computeExactProbability
public double computeExactProbability(int n, double T)Computes exact probability of the Kendall distribution- Parameters:
n- number of pairsT- Kendall statistic- Returns:
- p-value computed
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computeApproximatedProbability
public double computeApproximatedProbability(int n, double T)Computes approximated probability of the exact Kendall distribution- Parameters:
n- number of pairsT- Kendall statistic- Returns:
- p-value computed
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computeAsymptoticProbability
public double computeAsymptoticProbability(double Z, boolean dependence)Computes asymptotic probability of the Kendall distribution- Parameters:
Z- normal approximationdependence- true if testing positive dependence. False, if negative- Returns:
- p-value computed
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