论文标题
自然序列中的素数和素数功能总和的渐近数和函数总和
Asymptotics of the number of primes and sums of functions of primes in a subset of natural series
论文作者
论文摘要
本文解决了在自然序列的子集中确定数量渐近数的渐近学和素数功能总和的问题，这些条件满足了该子集中素数的渐近密度是恒定且不等于零的条件。
The paper solves the problems of determining the asymptotics of the number of primes and the sums of functions of primes in a subset of the natural series that satisfies the conditions that the asymptotic density of the number of primes in this subset is constant and not equal to zero.
