| Package | Description | 
|---|---|
| gov.sandia.cognition.learning.algorithm.bayes | 
 Provides algorithms for computing Bayesian categorizers. 
 | 
| gov.sandia.cognition.learning.algorithm.ensemble | 
 Provides ensemble methods. 
 | 
| gov.sandia.cognition.learning.algorithm.hmm | 
 Provides hidden Markov model (HMM) algorithms. 
 | 
| gov.sandia.cognition.learning.data | 
 Provides data set utilities for learning. 
 | 
| gov.sandia.cognition.learning.function.categorization | 
 Provides functions that output a discrete set of categories. 
 | 
| gov.sandia.cognition.learning.function.cost | 
 Provides cost functions. 
 | 
| gov.sandia.cognition.learning.function.scalar | 
 Provides functions that output real numbers. 
 | 
| gov.sandia.cognition.statistics | 
 Provides the inheritance hierarchy for general statistical methods and distributions. 
 | 
| gov.sandia.cognition.statistics.bayesian | 
 Provides algorithms for computing Bayesian estimates of parameters. 
 | 
| gov.sandia.cognition.statistics.bayesian.conjugate | 
 Provides Bayesian estimation routines based on conjugate prior distribution
 of parameters of specific conditional distributions. 
 | 
| gov.sandia.cognition.statistics.distribution | 
 Provides statistical distributions. 
 | 
| gov.sandia.cognition.statistics.method | 
 Provides algorithms for evaluating statistical data and conducting statistical inference, particularly frequentist methods. 
 | 
| gov.sandia.cognition.statistics.montecarlo | 
 Provides Monte Carlo procedures for numerical integration and sampling. 
 | 
| Class and Description | 
|---|
| DataDistribution
 A distribution of data from which we can sample and perform Ring operations. 
 | 
| DistributionEstimator
 A BatchLearner that estimates a Distribution. 
 | 
| UnivariateProbabilityDensityFunction
 A PDF that takes doubles as input. 
 | 
| Class and Description | 
|---|
| DataDistribution
 A distribution of data from which we can sample and perform Ring operations. 
 | 
| Class and Description | 
|---|
| ComputableDistribution
 A type of Distribution that has an associated distribution function,
 either a PDF or PMF. 
 | 
| Distribution
 Describes a very high-level distribution of data. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 | 
| Class and Description | 
|---|
| DataDistribution
 A distribution of data from which we can sample and perform Ring operations. 
 | 
| Class and Description | 
|---|
| AbstractDistribution
 Partial implementation of Distribution. 
 | 
| ComputableDistribution
 A type of Distribution that has an associated distribution function,
 either a PDF or PMF. 
 | 
| Distribution
 Describes a very high-level distribution of data. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 | 
| Class and Description | 
|---|
| ComputableDistribution
 A type of Distribution that has an associated distribution function,
 either a PDF or PMF. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 | 
| UnivariateDistribution
 A Distribution that takes Doubles as inputs and can compute its variance. 
 | 
| Class and Description | 
|---|
| CumulativeDistributionFunction
 Functionality of a cumulative distribution function. 
 | 
| Class and Description | 
|---|
| AbstractClosedFormUnivariateDistribution
 Partial implementation of a ClosedFormUnivariateDistribution. 
 | 
| AbstractDataDistribution
 An abstract implementation of the  
DataDistribution interface. | 
| AbstractDistribution
 Partial implementation of Distribution. 
 | 
| AbstractIncrementalEstimator
 Partial implementation of  
IncrementalEstimator. | 
| AbstractRandomVariable
 Partial implementation of RandomVariable. 
 | 
| AbstractSufficientStatistic
 Partial implementation of SufficientStatistic 
 | 
| ClosedFormComputableDistribution
 A closed-form Distribution that also has an associated distribution function. 
 | 
| ClosedFormCumulativeDistributionFunction
 Functionality of a cumulative distribution function that's defined with
 closed-form parameters. 
 | 
| ClosedFormDiscreteUnivariateDistribution
 A ClosedFormUnivariateDistribution that is also a DiscreteDistribution 
 | 
| ClosedFormDistribution
 Defines a distribution that is described a parameterized mathematical
 equation. 
 | 
| ClosedFormUnivariateDistribution
 Defines the functionality associated with a closed-form scalar distribution. 
 | 
| ComputableDistribution
 A type of Distribution that has an associated distribution function,
 either a PDF or PMF. 
 | 
| CumulativeDistributionFunction
 Functionality of a cumulative distribution function. 
 | 
| DataDistribution
 A distribution of data from which we can sample and perform Ring operations. 
 | 
| DataDistribution.PMF
 Interface for the probability mass function (PMF) of a data distribution. 
 | 
| DefaultDistributionParameter
 Default implementation of DistributionParameter using introspection. 
 | 
| DiscreteDistribution
 A Distribution with a countable domain (input) set. 
 | 
| Distribution
 Describes a very high-level distribution of data. 
 | 
| DistributionEstimator
 A BatchLearner that estimates a Distribution. 
 | 
| DistributionParameter
 Allows access to a parameter within a closed-form distribution, given by
 the high-level String value. 
 | 
| DistributionWeightedEstimator
 A BatchLearner that estimates a Distribution from a Collection of
 weighted data. 
 | 
| DistributionWithMean
 A Distribution that has a well-defined mean, or first central moment. 
 | 
| EstimableDistribution
 A Distribution that has an estimator associated with it, typically a
 closed-form estimator. 
 | 
| EstimableWeightedDistribution
 A Distribution that has an estimator associated with it, typically a
 closed-form estimator, that can estimate the distribution from weighted data. 
 | 
| IncrementalEstimator
 An estimator of a Distribution that uses SufficientStatistic to arrive
 at its result. 
 | 
| IntegerDistribution
 Defines a distribution over natural numbers. 
 | 
| ProbabilityDensityFunction
 Defines a probability density function. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 | 
| ProbabilityMassFunction
 The  
ProbabilityMassFunction interface defines the functionality of
 a probability mass function. | 
| RandomVariable
 Describes the functionality of a random variable. 
 | 
| SmoothCumulativeDistributionFunction
 This defines a CDF that has an associated derivative, which is its PDF. 
 | 
| SmoothUnivariateDistribution
 A closed-form scalar distribution that is also smooth. 
 | 
| SufficientStatistic
 Sufficient statistics are the data which are sufficient to store all
 information to create an underlying parameter, such as a Distribution. 
 | 
| TransferEntropy.TransferEntropyDistributionObject
 A helper class that define the objects used by the distributions in transfer entropy. 
 | 
| TransferEntropy.TransferEntropyPartialSumObject
 Helper class for holding information about the partial sums. 
 | 
| UnivariateDistribution
 A Distribution that takes Doubles as inputs and can compute its variance. 
 | 
| UnivariateProbabilityDensityFunction
 A PDF that takes doubles as input. 
 | 
| UnivariateRandomVariable
 This is an implementation of a RandomVariable for scalar distributions. 
 | 
| Class and Description | 
|---|
| AbstractSufficientStatistic
 Partial implementation of SufficientStatistic 
 | 
| ClosedFormDistribution
 Defines a distribution that is described a parameterized mathematical
 equation. 
 | 
| ComputableDistribution
 A type of Distribution that has an associated distribution function,
 either a PDF or PMF. 
 | 
| DataDistribution
 A distribution of data from which we can sample and perform Ring operations. 
 | 
| DefaultDistributionParameter
 Default implementation of DistributionParameter using introspection. 
 | 
| Distribution
 Describes a very high-level distribution of data. 
 | 
| DistributionParameter
 Allows access to a parameter within a closed-form distribution, given by
 the high-level String value. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 | 
| SufficientStatistic
 Sufficient statistics are the data which are sufficient to store all
 information to create an underlying parameter, such as a Distribution. 
 | 
| UnivariateDistribution
 A Distribution that takes Doubles as inputs and can compute its variance. 
 | 
| UnivariateProbabilityDensityFunction
 A PDF that takes doubles as input. 
 | 
| Class and Description | 
|---|
| ClosedFormDistribution
 Defines a distribution that is described a parameterized mathematical
 equation. 
 | 
| DistributionParameter
 Allows access to a parameter within a closed-form distribution, given by
 the high-level String value. 
 | 
| Class and Description | 
|---|
| AbstractClosedFormIntegerDistribution
 An abstract class for closed-form integer distributions. 
 | 
| AbstractClosedFormSmoothUnivariateDistribution
 Partial implementation of SmoothUnivariateDistribution 
 | 
| AbstractClosedFormUnivariateDistribution
 Partial implementation of a ClosedFormUnivariateDistribution. 
 | 
| AbstractDataDistribution
 An abstract implementation of the  
DataDistribution interface. | 
| AbstractDistribution
 Partial implementation of Distribution. 
 | 
| AbstractIncrementalEstimator
 Partial implementation of  
IncrementalEstimator. | 
| AbstractSufficientStatistic
 Partial implementation of SufficientStatistic 
 | 
| ClosedFormComputableDiscreteDistribution
 A discrete, closed-form Distribution with a PMF. 
 | 
| ClosedFormComputableDistribution
 A closed-form Distribution that also has an associated distribution function. 
 | 
| ClosedFormCumulativeDistributionFunction
 Functionality of a cumulative distribution function that's defined with
 closed-form parameters. 
 | 
| ClosedFormDiscreteUnivariateDistribution
 A ClosedFormUnivariateDistribution that is also a DiscreteDistribution 
 | 
| ClosedFormDistribution
 Defines a distribution that is described a parameterized mathematical
 equation. 
 | 
| ClosedFormUnivariateDistribution
 Defines the functionality associated with a closed-form scalar distribution. 
 | 
| ComputableDistribution
 A type of Distribution that has an associated distribution function,
 either a PDF or PMF. 
 | 
| CumulativeDistributionFunction
 Functionality of a cumulative distribution function. 
 | 
| DataDistribution
 A distribution of data from which we can sample and perform Ring operations. 
 | 
| DataDistribution.PMF
 Interface for the probability mass function (PMF) of a data distribution. 
 | 
| DiscreteDistribution
 A Distribution with a countable domain (input) set. 
 | 
| Distribution
 Describes a very high-level distribution of data. 
 | 
| DistributionEstimator
 A BatchLearner that estimates a Distribution. 
 | 
| DistributionWeightedEstimator
 A BatchLearner that estimates a Distribution from a Collection of
 weighted data. 
 | 
| DistributionWithMean
 A Distribution that has a well-defined mean, or first central moment. 
 | 
| EstimableDistribution
 A Distribution that has an estimator associated with it, typically a
 closed-form estimator. 
 | 
| IncrementalEstimator
 An estimator of a Distribution that uses SufficientStatistic to arrive
 at its result. 
 | 
| IntegerDistribution
 Defines a distribution over natural numbers. 
 | 
| InvertibleCumulativeDistributionFunction
 A cumulative distribution function that is empirically invertible. 
 | 
| ProbabilityDensityFunction
 Defines a probability density function. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 | 
| ProbabilityMassFunction
 The  
ProbabilityMassFunction interface defines the functionality of
 a probability mass function. | 
| SmoothCumulativeDistributionFunction
 This defines a CDF that has an associated derivative, which is its PDF. 
 | 
| SmoothUnivariateDistribution
 A closed-form scalar distribution that is also smooth. 
 | 
| SufficientStatistic
 Sufficient statistics are the data which are sufficient to store all
 information to create an underlying parameter, such as a Distribution. 
 | 
| UnivariateDistribution
 A Distribution that takes Doubles as inputs and can compute its variance. 
 | 
| UnivariateProbabilityDensityFunction
 A PDF that takes doubles as input. 
 | 
| Class and Description | 
|---|
| ClosedFormComputableDistribution
 A closed-form Distribution that also has an associated distribution function. 
 | 
| ClosedFormDiscreteUnivariateDistribution
 A ClosedFormUnivariateDistribution that is also a DiscreteDistribution 
 | 
| ClosedFormDistribution
 Defines a distribution that is described a parameterized mathematical
 equation. 
 | 
| CumulativeDistributionFunction
 Functionality of a cumulative distribution function. 
 | 
| ProbabilityDensityFunction
 Defines a probability density function. 
 | 
| ProbabilityMassFunction
 The  
ProbabilityMassFunction interface defines the functionality of
 a probability mass function. | 
| SmoothCumulativeDistributionFunction
 This defines a CDF that has an associated derivative, which is its PDF. 
 | 
| SmoothUnivariateDistribution
 A closed-form scalar distribution that is also smooth. 
 | 
| UnivariateDistribution
 A Distribution that takes Doubles as inputs and can compute its variance. 
 | 
| Class and Description | 
|---|
| Distribution
 Describes a very high-level distribution of data. 
 | 
| ProbabilityDensityFunction
 Defines a probability density function. 
 | 
| ProbabilityFunction
 A Distribution that has an evaluate method that indicates p(x), such as
 a probability density function or a probability mass function (but NOT
 a cumulative distribution function). 
 |