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. 2023 Mar 20;19(5):e11325. doi: 10.15252/msb.202211325

Table 6.

Number of codependencies detected at a significance cutoff of P < 0.05 without multiple hypothesis correction or after one of three methods for multiple hypothesis testing correction (Bonferroni, Benjamini–Hochberg, and Benjamini–Yekutieli).

No prior INDRA prior
Total INDRA only
Number of comparisons (non‐mitochondrial) 121,778,711 265,874 N/A a
Correlations with uncorrected P < 0.05 21,526,511 63,926 a N/A a
Significant corrs after Bonferroni 99,544 4,982 1,836
Significant corrs after Benjamini–Hochberg 5,025,535 30,127 7,506
Significant corrs after Benjamini–Yekutieli 972,831 12,812 4,007

Results are shown for a case in which no prior is used and data are analyzed directly (“No prior”), or when an INDRA prior is used (“INDRA prior/Total”). The rightmost column shows the number of novel codependencies recovered exclusively when an INDRA prior was used along with correction for multiple testing (“INDRA prior/INDRA only”).

a

Figures for uncorrected P‐values do not apply to the “INDRA prior/INDRA‐only” case because without correction for multiple testing, the prior does not play a role in determining significance. Figures are shown for the “INDRA prior/Total” case to establish the number of codependencies with uncorrected P‐values > 0.05 that fall within the scope of the INDRA network; this serves as an upper bound for the number of correlations determined to be significant with the different approaches to multiple testing shown in the bottom three rows.