On the Least counterexample to Robin hypothesis

Abstract

Let $G(n)=\sigma (n)/(n\log \log n)$. Robin made hypothesis that $G(n)<e^{\gamma }$ 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.

References in corpus (1)

• Properties of counterexample to Robin hypothesis