### Some articles on *mersenne*:

**Mersenne**Conjectures

... In mathematics, the

**Mersenne**conjectures concern the characterization of prime numbers of a form called

**Mersenne**primes, meaning prime numbers that are a power of two minus one ...

Curtis Cooper (mathematician)

... the GIMPS project, Cooper and Steven Boone found the 43rd known

... the GIMPS project, Cooper and Steven Boone found the 43rd known

**Mersenne**prime on their 700 PC cluster on December 15, 2005 ... The prime, 230402457 − 1, is 9,152,052 digits long and is the ninth**Mersenne**prime for GIMPS ... primes when they also found the 44th known**Mersenne**prime, 232582657 − 1, which has 9,808,358 digits (or M32582657 for short) ...Double

... In mathematics, a double

**Mersenne**Number... In mathematics, a double

**Mersenne**number is a**Mersenne**number of the form where p is a**Mersenne**prime exponent ...**Mersenne**Conjectures - Original

**Mersenne**Conjecture

... The original, called

**Mersenne**'s conjecture, was a statement by Marin

**Mersenne**in his Cogitata Physica-Mathematica (1644 see e.g ... Due to the size of these numbers,

**Mersenne**did not and could not test all of them, nor could his peers in the 17th century ... such as the Lucas–Lehmer test, that

**Mersenne**'s conjecture contained five errors, namely two are composite (n = 67, 257) and three omitted primes (n = 61, 89 ...

**Mersenne**Conjectures - Lenstra–Pomerance–Wagstaff Conjecture

... have conjectured that there is an infinite number of

**Mersenne**primes, and, more precisely, that the number of

**Mersenne**primes less than x is asymptotically approximated by ... In other words, the number of

**Mersenne**primes with exponent p less than y is asymptotically This means that there should on average be about ≈ 5.92 primes p of a given number of decimal digits such that is ...

Main Site Subjects

Related Subjects

Related Phrases

Related Words