Interesting yet unsurprising. Proving the Riemann hypothesis (ie all non-trivial zeros of the zeta function are distributed along the line x = 1/2) is equivalen

Interesting yet unsurprising. Proving the Riemann hypothesis (ie all non-trivial zeros of the zeta function are distributed along the line x = 1/2) is equivalent to proving Riemann's explicit formula for the prime counting function, which defines the distribution of prime numbers. In the end, the Riemann hypothesis is a kind of sacred Graal for anyone interested in prime numbers.