public class RejectionSampling extends java.lang.Object implements BayesSampleInference
function REJECTION-SAMPLING(X, e, bn, N) returns an estimate of P(X|e) inputs: X, the query variable e, observed values for variables E bn, a Bayesian network N, the total number of samples to be generated local variables: N, a vector of counts for each value of X, initially zero for j = 1 to N do x <- PRIOR-SAMPLE(bn) if x is consistent with e then N[x] <- N[x] + 1 where x is the value of X in x return NORMALIZE(N)Figure 14.14 The rejection-sampling algorithm for answering queries given evidence in a Bayesian Network.
Constructor and Description |
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RejectionSampling() |
RejectionSampling(PriorSample ps) |
Modifier and Type | Method and Description |
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CategoricalDistribution |
ask(RandomVariable[] X,
AssignmentProposition[] observedEvidence,
BayesianNetwork bn,
int N) |
CategoricalDistribution |
rejectionSampling(RandomVariable[] X,
AssignmentProposition[] e,
BayesianNetwork bn,
int Nsamples)
The REJECTION-SAMPLING algorithm in Figure 14.14.
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public RejectionSampling()
public RejectionSampling(PriorSample ps)
public CategoricalDistribution rejectionSampling(RandomVariable[] X, AssignmentProposition[] e, BayesianNetwork bn, int Nsamples)
X
- the query variablese
- observed values for variables Ebn
- a Bayesian networkNsamples
- the total number of samples to be generatedpublic CategoricalDistribution ask(RandomVariable[] X, AssignmentProposition[] observedEvidence, BayesianNetwork bn, int N)
ask
in interface BayesSampleInference
X
- the query variables.observedEvidence
- observed values for variables E.bn
- a Bayes net with variables {X} ∪ E ∪ Y /* Y = hidden
variablesN
- the total number of samples to be generated