论文标题
在Ribenboim-Landau猜想上
On the Ribenboim-Landau Conjecture
论文作者
论文摘要
我们证明了Ribenboim假设，该假设指出，如果从一些整数$ n $开始，连续的质数$ p_ {n} $，$ p_ {n+1} $满足不平等$ \ sqrt {p_ {p_ {p_ {n+1}}}}}}} - \ sqrt { 解决方案。
We prove the Ribenboim hypothesis, which states that if, starting from some integer $N$, consecutive prime numbers $p_ {n}$, $p_{n+1}$ satisfy the inequality $\sqrt {p_ {n+1}}-\sqrt{p_{n}} <1$, then the Landau problem # 4 (1912) has a positive solution.
