论文标题
绝对收敛的横坐标上的伏萝卜素普遍性
Voronin universality on the abscissa of absolute convergence
论文作者
论文摘要
我们证明，Riemann Zeta功能的Voronin普遍性定理延伸到线RE（S）= 1，如果除了垂直偏移，我们还允许缩放并添加足够大的常数。
We prove that the Voronin universality theorem for the Riemann zeta-function extends to the line Re(s)=1 if in addition to vertical shifts we also allow scaling and adding a sufficiently large constant.
