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When testing multiple hypotheses simultaneously, this package provides functionality to calculate a lower bound for the number of correct rejections (as a function of the number of rejected hypotheses), which holds simultaneously -with high probability- for all possible number of rejections. As a special case, a lower bound for the total number of false null hypotheses can be inferred. Dependent test statistics can be handled for multiple tests of associations. For independent test statistics, it is sufficient to provide a list of p-values.

copied from cf-staging / r-howmany
Type Size Name Uploaded Downloads Labels
conda 53.3 kB | noarch/r-howmany-0.3_1-r43hc72bb7e_1005.conda  4 months and 20 days ago 435 main
conda 53.9 kB | noarch/r-howmany-0.3_1-r44hc72bb7e_1005.conda  4 months and 20 days ago 413 main
conda 53.4 kB | noarch/r-howmany-0.3_1-r42hc72bb7e_1004.conda  1 year and 5 months ago 821 main
conda 53.4 kB | noarch/r-howmany-0.3_1-r43hc72bb7e_1004.conda  1 year and 5 months ago 910 main
conda 53.2 kB | noarch/r-howmany-0.3_1-r41hc72bb7e_1003.tar.bz2  2 years and 1 month ago 1244 main
conda 53.4 kB | noarch/r-howmany-0.3_1-r42hc72bb7e_1003.tar.bz2  2 years and 1 month ago 1263 main
conda 52.3 kB | noarch/r-howmany-0.3_1-r40hc72bb7e_1002.tar.bz2  3 years and 6 months ago 2051 main
conda 52.3 kB | noarch/r-howmany-0.3_1-r41hc72bb7e_1002.tar.bz2  3 years and 6 months ago 1981 main
conda 52.1 kB | noarch/r-howmany-0.3_1-r36h6115d3f_1002.tar.bz2  4 years and 6 months ago 2826 main
conda 51.8 kB | noarch/r-howmany-0.3_1-r40h6115d3f_1002.tar.bz2  4 years and 6 months ago 2886 main
conda 52.0 kB | noarch/r-howmany-0.3_1-r36h6115d3f_1001.tar.bz2  5 years and 4 months ago 3691 main cf202003
conda 51.4 kB | noarch/r-howmany-0.3_1-r35h6115d3f_1001.tar.bz2  5 years and 4 months ago 3606 main cf202003
conda 51.1 kB | noarch/r-howmany-0.3_1-r351h6115d3f_1000.tar.bz2  5 years and 11 months ago 4126 main cf202003 gcc7 cf201901
conda 51.5 kB | noarch/r-howmany-0.3_1-r351h6115d3f_0.tar.bz2  5 years and 11 months ago 4122 main cf202003 gcc7 cf201901

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