论文标题
P_N和PI_N的计算
The calculation of p_n and pi_n
论文作者
论文摘要
提出了一种使用Lambert W函数的P_N和PI_N计算的新方法。首先找到一个近似值，并使用计算技术，使得比Cipolla和Riemann已知的这两个数量更精确的估计值。 P（n）的计算使用使用Lambert W函数的近似值和基于对数最小平方曲线（LLS）C_N的估计值。
A new approach is presented for the calculation of p_n and pi_n which uses the Lambert W function. An approximation is first found and using a calculation technique it makes it possible to have an estimate of these two quantities more precise than those known from Cipolla and Riemann. The calculation of p(n) uses an approximation using the Lambert W function and an estimate based on a logarithmic least square curve (LLS) c_n.
