Chebyshev estimate
= Chebyshev estimate
{c}
The Chebyshev estimate is
$$
\psi(x)\asymp x.
$$
It gives upper and lower bounds of the correct linear order without asserting the <Prime number theorem> asymptotic $\psi(x)\sim x$.
= Chebyshev estimate
{c}
The Chebyshev estimate is
$$
\psi(x)\asymp x.
$$
It gives upper and lower bounds of the correct linear order without asserting the <Prime number theorem> asymptotic $\psi(x)\sim x$.