erdos_961.jutila_ramachandra_shorey_upper_bound

Jutila [Ju74], and Ramachandra--Shorey [RaSh73] proved a stronger upper bound $f(k) \ll \frac{\log \log \log k}{\log \log k} \frac{k}{\log k}$.

theorem erdos_961.jutila_ramachandra_shorey_upper_bound :
    (fun k => (f k : ℝ)) =O[atTop] fun k => log (log (log k)) / log (log k) * (k / log k)

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