- ParameterCalculation - Class in org.deidentifier.arx.dp
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Implements the parameter calculation for differential privacy as proposed in:
Bild R, Kuhn KA, Prasser F.
- ParameterCalculation(double, double) - Constructor for class org.deidentifier.arx.dp.ParameterCalculation
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Constructor
- ParameterTranslation - Class in org.deidentifier.arx.reliability
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Class supporting parameter calculations and translations.
- ParameterTranslation() - Constructor for class org.deidentifier.arx.reliability.ParameterTranslation
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- parse(ARXClassificationConfiguration<?>) - Method in class org.deidentifier.arx.aggregates.ClassificationConfigurationLogisticRegression
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- parse(ARXClassificationConfiguration<?>) - Method in class org.deidentifier.arx.aggregates.ClassificationConfigurationNaiveBayes
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- parse(ARXClassificationConfiguration<?>) - Method in class org.deidentifier.arx.aggregates.ClassificationConfigurationRandomForest
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- parse(ARXClassificationConfiguration<?>) - Method in class org.deidentifier.arx.ARXClassificationConfiguration
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Parses another configuration
- parse(String) - Method in class org.deidentifier.arx.DataType.ARXDate
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- parse(String) - Method in class org.deidentifier.arx.DataType.ARXDecimal
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- parse(String) - Method in class org.deidentifier.arx.DataType.ARXInteger
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- parse(String) - Method in class org.deidentifier.arx.DataType.ARXOrderedString
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- parse(String) - Method in class org.deidentifier.arx.DataType.ARXString
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- parse(String) - Method in interface org.deidentifier.arx.DataType.DataTypeWithRatioScale
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Parse
- parse(String) - Method in class org.deidentifier.arx.DataType
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Converts a string into a value.
- PI - Variable in class org.deidentifier.arx.reliability.IntervalArithmeticDouble
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Interval containing pi
- PopulationUniqueness - Class in org.deidentifier.arx.criteria
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This criterion ensures that the population uniqueness falls below a given threshold.
- PopulationUniqueness(double, ARXPopulationModel) - Constructor for class org.deidentifier.arx.criteria.PopulationUniqueness
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Creates a new instance of this criterion.
- PopulationUniqueness(double, ARXPopulationModel, ARXSolverConfiguration) - Constructor for class org.deidentifier.arx.criteria.PopulationUniqueness
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Creates a new instance of this criterion.
- PopulationUniqueness(double, RiskModelPopulationUniqueness.PopulationUniquenessModel, ARXPopulationModel) - Constructor for class org.deidentifier.arx.criteria.PopulationUniqueness
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Creates a new instance of this criterion.
- PopulationUniqueness(double, RiskModelPopulationUniqueness.PopulationUniquenessModel, ARXPopulationModel, ARXSolverConfiguration) - Constructor for class org.deidentifier.arx.criteria.PopulationUniqueness
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Creates a new instance of this criterion.
- pow(IntervalDouble, int) - Method in class org.deidentifier.arx.reliability.IntervalArithmeticDouble
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Pow
- prepare(String[]) - Method in class org.deidentifier.arx.aggregates.HierarchyBuilder
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Prepares the builder.
- prepare(String[]) - Method in class org.deidentifier.arx.aggregates.HierarchyBuilderDate
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Prepares the builder.
- prepare(String[]) - Method in class org.deidentifier.arx.aggregates.HierarchyBuilderGroupingBased
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Prepares the builder.
- prepare(String[]) - Method in class org.deidentifier.arx.aggregates.HierarchyBuilderRedactionBased
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Prepares the builder.
- preparedStartValues(double[][]) - Method in class org.deidentifier.arx.ARXSolverConfiguration
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- PrivacyCriterion - Class in org.deidentifier.arx.criteria
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An abstract base class for privacy criteria.
- PrivacyCriterion(boolean, boolean) - Constructor for class org.deidentifier.arx.criteria.PrivacyCriterion
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Instantiates a new criterion.
- PRODUCTION_RELEASE - Static variable in class org.deidentifier.arx.ARXAnonymizer
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Is this a production release?
- ProfitabilityJournalist - Class in org.deidentifier.arx.criteria
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Privacy model for the game theoretic approach proposed in:
A Game Theoretic Framework for Analyzing Re-Identification Risk.
- ProfitabilityJournalist(DataSubset) - Constructor for class org.deidentifier.arx.criteria.ProfitabilityJournalist
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Creates a new instance of game theoretic approach proposed in:
A Game Theoretic Framework for Analyzing Re-Identification Risk.
- ProfitabilityJournalistNoAttack - Class in org.deidentifier.arx.criteria
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Privacy model for the "no-attack" variant of the game theoretic approach proposed in:
A Game Theoretic Framework for Analyzing Re-Identification Risk.
- ProfitabilityJournalistNoAttack(DataSubset) - Constructor for class org.deidentifier.arx.criteria.ProfitabilityJournalistNoAttack
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Creates a new instance
- ProfitabilityProsecutor - Class in org.deidentifier.arx.criteria
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Privacy model for the game theoretic approach proposed in:
A Game Theoretic Framework for Analyzing Re-Identification Risk.
- ProfitabilityProsecutor() - Constructor for class org.deidentifier.arx.criteria.ProfitabilityProsecutor
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Creates a new instance of game theoretic approach proposed in:
A Game Theoretic Framework for Analyzing Re-Identification Risk.
- ProfitabilityProsecutorNoAttack - Class in org.deidentifier.arx.criteria
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Privacy model for the "no-attack" variant of the game theoretic approach proposed in:
A Game Theoretic Framework for Analyzing Re-Identification Risk.
- ProfitabilityProsecutorNoAttack() - Constructor for class org.deidentifier.arx.criteria.ProfitabilityProsecutorNoAttack
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Creates a new instance
- progress(double) - Method in interface org.deidentifier.arx.ARXListener
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Reports a progress value in [0, 1]
- provides(DataScale) - Method in enum org.deidentifier.arx.DataScale
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Returns whether this scale provides at least the properties of the given scale.
- psi(int) - Method in enum org.deidentifier.arx.criteria.EntropyLDiversity.EntropyEstimator
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The logarithm substitute of the current estimator
The difference in estimating the entropy by the naive Shannon or Grassberger
estimator is actually using log or G for \psi in the entropy formula
$H = \psi(N) - 1/N \sum n \psi(n)$
where N is the size of the set and the sum goes over all values of the
sensitive attribute, n is the count of the current sensitive attribute
- put(int, double) - Method in class org.deidentifier.arx.common.FastIntDoubleMap
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Puts a value into this map