 Benjamini-Hochberg procedure

Order $m$ p-values as $p_{(1)}\le \cdots \le p_{(m)}$ and take the largest $k$ with $p_{(k)}\le \alpha k/m$. The Benjamini-Hochberg procedure rejects the hypotheses corresponding to $p_{(1)},\dots ,p_{(k)}$ and controls the false discovery rate under independence and several forms of positive dependence.