论文标题
在罗宾假说中至少反例
On the Least counterexample to Robin hypothesis
论文作者
论文摘要
令$ g（n）=σ（n）/（n \ log \ log n）$。罗宾假设所有整数$ n> 5040 $ $ g（n）<e^γ$。如果罗宾假设失败，将有至少反例。本文收集了最少反例的要求。
Let $G(n)=σ(n)/(n \log \log n )$. Robin made hypothesis that $G(n)<e^γ$ for all integer $n>5040$. If Robin hypothesis fails, there will be a least counterexample. This article collects the requirements the least counterexample should satisfy.
