We sum the leading logarithms α s n ln 2 n − 1 1 − z $$ {\alpha}_s^n{\ln}^{2n-1}\left(1-z\right) $$ , n = 1 , 2 , . . . , near the kinematic threshold z = m H 2 / s ̂ → 1 $$ z={m}_H^2/\hat{s}\to 1 $$ at next-to-leading power in the expansion in (1 − z ) for Higgs production in gluon fusion. We highlight the new contributions compared to Drell-Yan production in quark-antiquark annihilation and show that the final result can be obtained to all orders by the substitution of the colour factor C F → C A , confirming previous fixed-order results. We also provide a numerical analysis of the next-to-leading power leading logarithms, which indicates that they are numerically relevant.

中文翻译：

---

在次领先功率下胶子聚变中希格斯产生的领先对数阈值恢复

我们对前导对数求和 α sn ln 2 n − 1 1 − z $$ {\alpha}_s^n{\ln}^{2n-1}\left(1-z\right) $$ , n = 1 , 2、。. . , 在运动学阈值附近 z = m H 2 / s ̂ → 1 $$ z={m}_H^2/\hat{s}\to 1 $$ 在 (1 - z ) 用于在胶子聚变中产生希格斯粒子。我们强调了与夸克-反夸克湮灭中的 Drell-Yan 产生相比的新贡献，并表明可以通过替换颜色因子 CF → CA 获得所有阶的最终结果，证实了之前的固定阶结果。我们还提供了次领先幂领先对数的数值分析，这表明它们在数值上是相关的。