论文标题
关于Ramanujan的主要计算不平等
On Ramanujan's prime counting inequality
论文作者
论文摘要
在本文中，我们为数字$ n _ {\ MATHCAL {r}} $提供了一个新的上限，该数字被定义为最小的正整数，以至于由于Ramanujan涉及质量计数函数$π（x）$持有的Ramanujan引起的某些不平等，每$ x \ geq n _ _ _ _ _ _ {\ nath _ {\ nath Calcal {\ nation {
In this paper, we give a new upper bound for the number $N_{\mathcal{R}}$ which is defined to be the smallest positive integer such that a certain inequality due to Ramanujan involving the prime counting function $π(x)$ holds for every $x \geq N_{\mathcal{R}}$.
