论文标题
在乘法功能上的加权总和及其应用于GPY筛子
On a weighted sum over multiplicative functions and its applications to the GPY sieve
论文作者
论文摘要
在本文中，我们研究了一类加权总和在乘法函数上的渐近分数，并应用结果来推断Yitang Zhang平滑的GPY筛子的更强的渐近形式，其系数表达式对数值计算友好。
In this paper, we investigate the asymptotics of a class of weighted sums over multiplicative functions and apply our results to deduce a stronger asymptotic form of Yitang Zhang's smoothened GPY sieve with coefficient expressions that are friendly to numerical computations.
