Class FractionDependentUnderNull
java.lang.Object
edu.cmu.tetrad.algcomparison.statistic.FractionDependentUnderNull
- All Implemented Interfaces:
Statistic, Serializable
Estimates whether the p-values under the null are Uniform usign the Markov Checker. This estimate the fraction of
dependent judgements from the local Fraithfulness check, under the alternative hypothesis of dependence. This is only
applicable to continuous data and really strictly only for Gaussian data.
- Version:
- $Id: $Id
- Author:
- josephramsey
- See Also:
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Constructor Summary
ConstructorsConstructorDescriptionConstructor for FractionDependentUnderNull.FractionDependentUnderNull(double alpha) Constructor for FractionDependentUnderNull. -
Method Summary
Modifier and TypeMethodDescriptionThe abbreviation for the statistic.Returns a short one-line description of this statistic.doublegetNormValue(double value) Returns a mapping of the statistic to the interval [0, 1], with higher being better.doublegetValue(Graph trueDag, Graph trueGraph, Graph estGraph, DataModel dataModel, Parameters parameters) Calculates and returns the value of the statistic based on the provided graphs, data model, and parameters.voidsetAlpha(double alpha) Setter for the fieldalpha.booleanThis method does not use the truth so is suitable for analyzing empirical data.
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Constructor Details
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FractionDependentUnderNull
public FractionDependentUnderNull()Constructor for FractionDependentUnderNull.
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FractionDependentUnderNull
public FractionDependentUnderNull(double alpha) Constructor for FractionDependentUnderNull.
- Parameters:
alpha- a double
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Method Details
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getAbbreviation
The abbreviation for the statistic. This will be printed at the top of each column.- Specified by:
getAbbreviationin interfaceStatistic- Returns:
- This abbreviation.
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getDescription
Returns a short one-line description of this statistic. This will be printed at the beginning of the report.- Specified by:
getDescriptionin interfaceStatistic- Returns:
- This description.
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getValue
public double getValue(Graph trueDag, Graph trueGraph, Graph estGraph, DataModel dataModel, Parameters parameters) Calculates and returns the value of the statistic based on the provided graphs, data model, and parameters.- Specified by:
getValuein interfaceStatistic- Parameters:
trueDag- The true directed acyclic graph (DAG), including any latent and selection nodes, or null if no DAG is available. Statistics that ask DAG-level questions (ancestry, latent confounding, conversion to CPDAG or PAG) should read them off this graph, viaStatistic.trueDagOrGraph(Graph, Graph), not off trueGraph.trueGraph- The comparison graph, which could be a DAG, a CPDAG, or a PAG derived from the true DAG. Statistics that compare adjacencies or endpoints read them off this graph.estGraph- The estimated graph, which corresponds to the same type as the trueGraph.dataModel- The data model, which may be null.parameters- The parameters for the calculation, which may be null.- Returns:
- The computed value of the statistic as a double.
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getNormValue
public double getNormValue(double value) Returns a mapping of the statistic to the interval [0, 1], with higher being better. This is used for a calculation of a utility for an algorithm. If the statistic is already between 0 and 1, you can just return the statistic.- Specified by:
getNormValuein interfaceStatistic- Parameters:
value- The value of the statistic.- Returns:
- The weight of the statistic, 0 to 1, higher is better.
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setAlpha
public void setAlpha(double alpha) Setter for the field
alpha.- Parameters:
alpha- a double
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usesTruth
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