Is the following statement true:
Let $\Bbb{A}$ be the set of all Natural numbers n, greater than or equal to 5041, for which the inequality $\displaystyle \sigma(n)<e^{\gamma}n\log\log n$ is not true (does not hold).
$\Bbb{A}$ = $\{\}$ $\Longleftrightarrow $ For all $\displaystyle s ≠ -2n:\zeta(s)=0∧0<Re[s]<1=1/2$
Consequently, is the following wikipedia article making the same explicit statement?
Why or why not?
Referencing
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$\begingroup$I put a copy of Nicolas 1983 here
I put a copy of Robin 1984 here.
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