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As many p-values were generated, we corrected for multiple testing using Benjamin & Hochsberg multiple correction (implemented in fdrtool for R) of all p-values, from the pathways included in the analysis.
FDR was also applied for multiple correction of proteome and reactome pathway enrichment.
Significant (P < 0.01 at n = 27,051 TSSs in the two-sided Wald tests without multiple correction) and non-significant coefficients are indicated in red and gray, respectively.
The proposed calculation procedure employs linearly independent multiple correction vectors for updating the one-electron wave function.
On the contrary, a linear combination of multiple correction vectors can be used to obtain the minimum energy state within the given space by adopting the variation principle.
Linear independent multiple correction vectors are employed in order to update one-electron wave functions, and a conventional steepest descent method is also performed as a comparison.
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(2.2) We will apply the multiple-correction method (see [14 16]) and solve it as follows.
In this section, we provide some other approximation for the Ioachimescu constants by a multiple-correction method.
It is worth to point out that Lemma 1 provides some continued fraction inequalities by the multiple-correction method.
By the multiple-correction method and a large number of measurement data, we propose the following conjectures.
Let us briefly review the so-called multiple-correction method presented in our previous papers [16, 17].
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