Package jline.lang.processes
Class Normal
java.lang.Object
jline.lang.processes.Distribution
jline.lang.processes.ContinuousDistribution
jline.lang.processes.Normal
- All Implemented Interfaces:
Serializable,Copyable
A normal (Gaussian) distribution.
- See Also:
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Field Summary
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Constructor Summary
Constructors -
Method Summary
Modifier and TypeMethodDescriptiondoubleevalCDF(double x) Evaluates the cumulative distribution function (CDF) at the given point.doubleevalLST(double s) Evaluate the Laplace-Stieltjes Transform at sdoubleevalPDF(double x) static NormalfitMean(double mean) static NormalfitMeanAndStd(double mean, double std) static NormalfitMeanAndVar(double mean, double var) doublegetMean()Gets the mean (expected value) of this distribution.Gets the process representation with actual distribution parameters.doublegetSCV()Gets the squared coefficient of variation (SCV) of this distribution.doubleGets the skewness of this distribution.doublegetStd()doublegetVar()Gets the variance of this distribution.double[]sample(int n) Generates random samples from this distribution using default random generator.double[]Generates random samples from this distribution using the specified random generator.toString()Methods inherited from class jline.lang.processes.Distribution
evalProbInterval, getName, getNumParams, getParam, getRate, getSupport, isContinuous, isDisabled, isDiscrete, isImmediate, isMarkovian, mean, name, numParams, param, rate, scv, setNumParams, setParam, skewness, support, var
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Constructor Details
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Normal
public Normal(double mu, double sigma)
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Method Details
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fitMean
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fitMeanAndStd
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fitMeanAndVar
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evalCDF
public double evalCDF(double x) Description copied from class:DistributionEvaluates the cumulative distribution function (CDF) at the given point.- Specified by:
evalCDFin classDistribution- Parameters:
x- the point at which to evaluate the CDF- Returns:
- the CDF value at point t
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evalLST
public double evalLST(double s) Description copied from class:DistributionEvaluate the Laplace-Stieltjes Transform at s- Specified by:
evalLSTin classContinuousDistribution- Parameters:
s- the Laplace domain variable- Returns:
- the LST value at s
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evalPDF
public double evalPDF(double x) -
getMean
public double getMean()Description copied from class:DistributionGets the mean (expected value) of this distribution.- Specified by:
getMeanin classDistribution- Returns:
- the mean value
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getStd
public double getStd() -
getVar
public double getVar()Description copied from class:DistributionGets the variance of this distribution. Computed as SCV * mean^2.- Overrides:
getVarin classDistribution- Returns:
- the variance
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getSCV
public double getSCV()Description copied from class:DistributionGets the squared coefficient of variation (SCV) of this distribution. SCV = Var(X) / E[X]^2.- Specified by:
getSCVin classDistribution- Returns:
- the squared coefficient of variation
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getSkewness
public double getSkewness()Description copied from class:DistributionGets the skewness of this distribution. Skewness measures the asymmetry of the probability distribution.- Specified by:
getSkewnessin classDistribution- Returns:
- the skewness value
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sample
public double[] sample(int n) Description copied from class:DistributionGenerates random samples from this distribution using default random generator.- Overrides:
samplein classDistribution- Parameters:
n- the number of samples to generate- Returns:
- array of random samples
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sample
Description copied from class:DistributionGenerates random samples from this distribution using the specified random generator.- Specified by:
samplein classDistribution- Parameters:
n- the number of samples to generaterandom- the random number generator to use- Returns:
- array of random samples
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getProcess
Description copied from class:ContinuousDistributionGets the process representation with actual distribution parameters. Returns a MatrixCell containing the distribution parameters.- Specified by:
getProcessin classContinuousDistribution- Returns:
- MatrixCell with distribution-specific parameters
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toString
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