Euclid proved that there were infinitely many of, for ten points, what numbers, which are only divisible by one and themselves, the only even one of which is two?
The Green-Tao theorem states that there exist finitely long arithmetic sequences of these numbers, and the function pi of n denotes the nth one of these numbers. The Lucas-Lehmer test identifies whether or not (*) Mersenne numbers have this property, and they can be identified by the Sieve of Erastosthenes. Euclid proved that there were infinitely many of, for ten points, what numbers, which are only divisible by one and themselves, the only even one of which is two?
The Green-Tao theorem states that there exist finitely long arithmetic sequences of these numbers, and the function pi of n denotes the nth one of these numbers.
{Prime} Numbers