Solution
= Solution
A <p-value> $p_i$ for $H_i$ is super-uniform under that null: $\mathbb P_{H_i}(p_i\leq u)\leq u$ for every $u\in[0,1]$. For the <Benjamini-Hochberg procedure>, order $p_{(1)}\leq\cdots\leq p_{(m)}$, set
$$
\widehat k=\max\{k:p_{(k)}\leq\alpha k/m\},
$$
with $\widehat k=0$ if the set is empty, and reject the hypotheses whose p-values are at most $p_{(\widehat k)}$.