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Here is a quite comprehensive list of features which covers a big chunk of what is out there in regards to multiple testing. I am not sure which of these are within the scope of the package (or if everything is), but maybe it is a starting point. This also brings up the point regarding what and how many dependencies we will eventually bring in (e.g. I think Distributions.jl and GLM.jl or so will be unavoidable eventually). I will add references later.
- More p.adjust procedures (to at least get feature parity with MUTOSS)
- Additional pi0 estimators (Issue pi0 estimators roadmap/ideas #3)
- More general interface for multiple testing procedures which don't have equivalent formulation in terms of adjusted pvalues
- Control methods for other error rates, such as:
- False Discovery Exceedance (False discovery proportion)
- k-FWER
- k-FDR
- PenalizedFDR
- Standard collection of simulations for benchmarking
- Worst case situations for different procedures
- Beta uniform
- Discrete cases
- Different correlation/dependence structures
- Tests of global null hypothesis
- Simes
- Fisher combination
- Higher criticism
- Weighted hypothesis testing
- Grouped / Stratified hypotheses
- Group BH
- Stratified BH
- p-filter
- local fdr/ tail FDR estimation and interface
- empirical null modelling
- Diagnostic or explanatory plots
- Approaches which start from table like for microarrays
- Procedures which model and account for correlation
- permutation/resampling/bootstrap based multiple testing approaches
- Approaches for regression (will need dependencies like Lasso.jl/LARS.jl or GLMNet.jl->
Probably should be a different package)- Knockoff filters
- Old school methods
- Tukey's honest significant difference
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