edu::tum::cs::bayesnets::inference::BackwardSamplingWithPriors::BackSamplingDistribution Class Reference

Inheritance diagram for edu::tum::cs::bayesnets::inference::BackwardSamplingWithPriors::BackSamplingDistribution:
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List of all members.

Public Member Functions

void applyWeight (WeightedSample s, int sampledValue)
 BackSamplingDistribution (BackwardSamplingWithPriors sampler)

Public Attributes

Vector< Double > parentProbs

Protected Member Functions

void construct (int i, int[] addr, CPF cpf, int[] nodeDomainIndices)

Detailed Description

Definition at line 16 of file BackwardSamplingWithPriors.java.


Constructor & Destructor Documentation

edu::tum::cs::bayesnets::inference::BackwardSamplingWithPriors::BackSamplingDistribution::BackSamplingDistribution ( BackwardSamplingWithPriors  sampler  )  [inline]

Member Function Documentation

void edu::tum::cs::bayesnets::inference::BackwardSamplingWithPriors::BackSamplingDistribution::applyWeight ( WeightedSample  s,
int  sampledValue 
) [inline]
void edu::tum::cs::bayesnets::inference::BackwardSamplingWithPriors::BackSamplingDistribution::construct ( int  i,
int[]  addr,
CPF  cpf,
int[]  nodeDomainIndices 
) [inline, protected]

recursively gets a distribution to backward sample from (represented in probs; the corresponding node states stored in states)

Parameters:
i the node to instantiate next (as an index into the CPF's domain product)
addr the current setting of node indices of the CPF's domain product
cpf the conditional probability function of the node we are backward sampling

Reimplemented from edu::tum::cs::bayesnets::inference::BackwardSampling::BackSamplingDistribution.

Reimplemented in edu::tum::cs::bayesnets::inference::BackwardSamplingWithChildren::BackSamplingDistribution, and edu::tum::cs::srl::bayesnets::inference::LiftedBackwardSampling::Sampler::BackSamplingDistribution.

Definition at line 32 of file BackwardSamplingWithPriors.java.


Member Data Documentation

Definition at line 18 of file BackwardSamplingWithPriors.java.


The documentation for this class was generated from the following file:
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srldb
Author(s): Dominik Jain, Stefan Waldherr, Moritz Tenorth
autogenerated on Fri Jan 11 09:58:37 2013