Uses of Interface
edu.cmu.tetrad.algcomparison.statistic.MarkovCheckerStatistic
Packages that use MarkovCheckerStatistic
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Uses of MarkovCheckerStatistic in edu.cmu.tetrad.algcomparison.statistic
Classes in edu.cmu.tetrad.algcomparison.statistic that implement MarkovCheckerStatisticModifier and TypeClassDescriptionclassCalculates the Anderson Darling P value for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the Anderson Darling P value for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the Anderson Darling P value for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the Anderson Darling P value for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classRepresents a markov check statistic that calculates the Binomial P value for whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the Anderson Darling P value for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the Anderson Darling P value for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classRepresents a markov check statistic that calculates the Kolmogorov-Smirnoff P value for whether the p-values for the estimated graph are distributed as U(0, 1).classRepresents a markov check statistic that calculates the Kolmogorov-Smirnoff P value for whether the p-values for the estimated graph are distributed as U(0, 1).classRepresents a markov check statistic that calculates the Kolmogorov-Smirnoff P value for whether the p-values for the estimated graph are distributed as U(0, 1).classRepresents a markov check statistic that calculates the Kolmogorov-Smirnoff P value for whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the number of tests Kolmogorov-Smirnoff under the null hypothesis H0 of independence for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).classCalculates the number of tests Kolmogorov-Smirnoff under the alternative hypothesis H1 of dependennce for the Markov check of whether the p-values for the estimated graph are distributed as U(0, 1).