Package index
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nHyp(<SansSouci>)nObs(<SansSouci>)label(<SansSouci>)print(<SansSouci>)pValues(<SansSouci>)foldChanges(<SansSouci>)thresholds(<SansSouci>) - Basic methods for class 
SansSouci 
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SansSouci() - Create an object of class 'SansSouci'
 
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SansSouciDyadic() - Create an object of class 'SansSouciStruct' with a dyadic structure
 
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SansSouciSim() - Create an object of class 'SansSouci' from simulations
 
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nHyp(<SansSouciStruct>)nLeaves(<SansSouciStruct>)label(<SansSouciStruct>)pValues(<SansSouciStruct>) - Basic methods for class 
SansSouciStruct 
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SansSouciStruct() - Create an object of class 'SansSouciStruct'
 
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V.star() - Post hoc bound on the number of false positives
 
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nHyp()nObs()label()pValues()foldChanges()thresholds()nLeaves() - Generic functions for S3 class SansSouci
 
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bootstrap_permutation() - Mass-univariate bootstrap-based inference for contrasts in a linear model
 
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calibrate()calibrate0() - Perform JER calibration from randomization p-values
 
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calibration_bootstap() - Calibration of post hoc bound using bootstrap permutations
 
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confCurveFromFam() - Confidence bounds on the true/false positives among most significant items
 
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curve.V.star.forest.naive()curve.V.star.forest.fast() - Compute a curve of post hoc bounds based on a reference family with forest structure
 
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curveMaxFP() - Upper bound for the number of false discoveries among most significant items
 
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curveMaxFP_BNR2014()curveMaxFP_Mein2006() - Upper bound for the number of false discoveries among most significant items
 
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delete.gaps() - Delete the gaps induced by pruning
 
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dyadic.from.leaf_list()dyadic.from.window.size()dyadic.from.height() - Create a complete dyadic tree structure
 
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fit(<SansSouci>) - Fit SansSouci object
 
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fit(<SansSouciStruct>) - Fit SansSouciStruct object
 
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forest.completion() - Complete a forest structure
 
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formatBounds() - Table of bounds
 
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gauss_bloc() - Generate a block of deterministic signal of Gaussian shape
 
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gaussianSamples() - Simulate equi-correlated data
 
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gaussianTestStatistics() - Simulate Gaussian test statistics
 
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gen.mu.leaves() - Generate the signal in the leaves of the tree
 
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gen.mu.noleaves() - Generate an unstructured signal
 
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gen.p.values() - Generate one-sided p-values associated to a given signal with equi-correlated noise
 
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get_perm() - Get permutation statistics and p-values
 
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get_pivotal_stat() - Get a vector of pivotal statistics associated to permutation p-values and to a reference family
 
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lm_test() - Mass-univariate inference for contrasts in a linear model
 
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maxFDP() - Upper bound for the false discovery proportion in a selection
 
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maxFP() - Upper bound for the number of false discoveries in a selection
 
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minTDP() - Lower bound for the true discovery proportion in a selection
 
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minTP() - Lower bound for the number of true discoveries in a selection
 
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mini_batch_rowTestFUN() - Mini batch version of a rowTestFUN function.
 
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nb.elements() - Number of unique regions in a reference family with forest structure
 
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plot(<SansSouci>) - Plot confidence bound on the true/false positives among most significant items
 
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plotConfCurve() - Plot confidence bound
 
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posthocBySimes() - post hoc bound obtained from Simes' inequality
 
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predict(<SansSouci>) - Post hoc confidence bounds on the true/false positives
 
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pruning() - Prune a forest structure to speed up computations
 
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t_inv_linear()t_linear()t_inv_beta()t_beta() - Reference families
 
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rowBinomialTests() - Binomial proportion tests for each row of a matrix
 
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rowPearsonCorrelationTests() - Pearson's correlation test for rows of a matrix
 
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rowWelchTests() - Welch T-tests for rows of a matrix
 
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rowWilcoxonTests() - Wilcoxon rank sum tests for each row of a matrix
 
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rowZTests() - Z tests for rows of a matrix
 
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row_lm_test() - Mass-univariate bootstrap-based inference for contrasts in a linear model
 
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testByRandomization() - Randomization-based testing
 
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volcanoPlot() - Volcano plot
 
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volcanoPlot(<numeric>) - Volcano plot
 
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zeta.HB()zeta.kBonf()zeta.trivial()zeta.DKWM() - Estimate the number of true null hypotheses among a set of p-values
 
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zetas.tree() - Estimate of the proportion of true nulls in each node of a tree