Package | Description |
---|---|
org.hipparchus.distribution.continuous |
Implementations of common continuous distributions.
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org.hipparchus.stat.fitting |
Statistical methods for fitting distributions.
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Modifier and Type | Class and Description |
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class |
BetaDistribution
Implements the Beta distribution.
|
class |
CauchyDistribution
Implementation of the Cauchy distribution.
|
class |
ChiSquaredDistribution
Implementation of the chi-squared distribution.
|
class |
ConstantRealDistribution
Implementation of the constant real distribution.
|
class |
EnumeratedRealDistribution
Implementation of a real-valued
EnumeratedDistribution . |
class |
ExponentialDistribution
Implementation of the exponential distribution.
|
class |
FDistribution
Implementation of the F-distribution.
|
class |
GammaDistribution
Implementation of the Gamma distribution.
|
class |
GumbelDistribution
This class implements the Gumbel distribution.
|
class |
LaplaceDistribution
This class implements the Laplace distribution.
|
class |
LevyDistribution
This class implements the
Lévy distribution.
|
class |
LogisticDistribution
This class implements the Logistic distribution.
|
class |
LogNormalDistribution
Implementation of the log-normal (gaussian) distribution.
|
class |
NakagamiDistribution
This class implements the Nakagami distribution.
|
class |
NormalDistribution
Implementation of the normal (gaussian) distribution.
|
class |
ParetoDistribution
Implementation of the Pareto distribution.
|
class |
TDistribution
Implementation of Student's t-distribution.
|
class |
TriangularDistribution
Implementation of the triangular real distribution.
|
class |
UniformRealDistribution
Implementation of the uniform real distribution.
|
class |
WeibullDistribution
Implementation of the Weibull distribution.
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Modifier and Type | Class and Description |
---|---|
class |
EmpiricalDistribution
Represents an
empirical probability distribution -- a probability distribution derived
from observed data without making any assumptions about the functional form
of the population distribution that the data come from.
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