论文标题
测度中的近似值：差异问题，普遍性和Riemann假设
Approximation in measure: Dirichlet problem, universality and the Riemann hypothesis
论文作者
论文摘要
测量中的近似值用于在任意开放集中解决渐近的dirichlet问题，并表明包括Riemann Zeta功能在内的许多功能在度量上都是普遍的。提出了与Riemann假设的联系。
Approximation in measure is employed to solve an asymptotic Dirichlet problem on arbitrary open sets and to show that many functions, including the Riemann zeta-function, are universal in measure. Connections with the Riemann Hypothesis are suggested.
