Theorem 3.1 — along a subsequence $\|\tilde g_{k_p}\| < c\,(\prod_{j\le k_p}\alpha_j)^{-1/n}$

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Theorem 3.1 — along a subsequence $\|\tilde g_{k_p}\| < c\,(\prod_{j\le k_p}\alpha_j)^{-1/n}$ · Prove2Me