We know since ancient greeks that:
$$\pi(N)=N - \sum_p \left\lfloor \frac N p \right\rfloor + E(N)$$
Who was the first one to bound that $E(N)$? Which advances on it were made since then?
We know since ancient greeks that:
$$\pi(N)=N - \sum_p \left\lfloor \frac N p \right\rfloor + E(N)$$
Who was the first one to bound that $E(N)$? Which advances on it were made since then?
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