An equivalent statement to it involves the probability of a ball falling through an infinitely small hole in a circular billiard table in an infinite amount of time.
An equivalent statement to it involves the probability of a ball falling through an infinitely small hole in a circular billiard table in an infinite amount of time. It is the only one of Hilbert's problems to remain unsolved, and it now holds the position of the fourth Millennium Prize problem. Potentially allowing for a great strengthening of the prime number theorem, name, FTP, this 1859 conjecture concerning zeros of the Zeta function.
An equivalent statement to it involves the probability of a ball falling through an infinitely small hole in a circular billiard table in an infinite amount of time.
{Riemann Hypothesis}