论文标题
改进的$ζ（1/2+IT）$的明确估计值
An improved explicit estimate for $ζ(1/2+it)$
论文作者
论文摘要
riemann zeta函数$ζ（s）$的显式subconvex在关键行$ s = 1/2+it $上已证明。以前的子凸界依赖于Kusmin-Landau引理的不正确版本。考虑到该引理中所需的校正后，我们以$ |ζ（1/2 + it）| $恢复并改善记录的明确约束。
An explicit subconvex bound for the Riemann zeta function $ζ(s)$ on the critical line $s=1/2+it$ is proved. Previous subconvex bounds relied on an incorrect version of the Kusmin-Landau lemma. After accounting for the needed correction in that lemma, we recover and improve the record explicit bound for $|ζ(1/2 + it)|$.
