Wednesday, September 02, 2015

London, February 07, 2013

First Published: 14:15 IST(7/2/2013)

Last Updated: 14:43 IST(7/2/2013) Print

Last Updated: 14:43 IST(7/2/2013) Print

Curtis Cooper from the University of Central Missouri in Warrensburg made the finding as part of the Great Internet Mersenne Prime Search (GIMPS), a distributed computing project designed to hunt for a particular kind of prime number first identified in the 17th century, the 'New Scientist' reported.

"It's sort of like finding a diamond," says Chris Caldwellat the University of Tennessee, Martin, who keeps a record of the largest known primes.

"For some reason people decide they like diamonds and so they have a value. People like these large primes and so they also have a value," said Caldwell.

All prime numbers can only be divided by themselves and 1. The rare Mersenne primes all have the form 2 multiplied by itself p times minus 1, where p is itself a prime number.

The new prime, which has over 17 million digits, is only the 48th Mersenne prime ever found and the 14th discovered by GIMPS. The previous record holder, 2 multiplied by itself 43,112,609 times minus 1, which was also found by GIMPS in 2008, has just under 13 million digits.

All the top 10 largest known primes are Mersenne primes discovered by GIMPS. Until today, the most recent addition to the list was found in 2009, but it was smaller than the 2008 discovery.

Though there are an infinite number of primes, there is noformula for generating these numbers, so discovering them requires intensive computation. GIMPS uses volunteers' computers to shift through each prime-number candidate in turn, until eventually one lucky user discovers a new prime.

GIMPS software runs on around a thousand university computers, one of which spent 39 days straight proving that the number was prime, which was then independently verified by other researchers.

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