There Are Infinitely Many Prime Twins
fustflum writes "R. F. Arenstorf from Vanderbilt University has presented a 38-page possible proof of the twin-prime conjecture using methods from classical analytic number theory. The paper is on arxiv.org and is freely available to the public. Twin primes are pairs of primes where both p and p + 2 are prime. "It is conjectured that there are an infinite number of twin primes ... but proving this remains one of the most elusive open problems in number theory." More information about twin primes can be found on Mathworld."
I think we all know the most elusive open problem in number theory is "How many licks does it take to get to the center of a tootsie pop?"
Double Compile
but it hit /.'s maximum post size limit :(
"You know, mathematicians theorize that there's an infinite number of prime twins, and... hey, where are you going?"
You would have gotten farther if you had said that without staring the whole time at her "prime twins"
D6 63 0D 70 89 81 BB 8E 7B 7C 5F 5D 54 EA AB 73
They should have put it in 37 pages..
they're all odd.
(Waiting for my spot in the math hall of fame)
So long, and thanks for all the Phish
Look on page 27. He's trying to integrate homeomorphic convergence using a Baxter-Bates supermodality, which Krause clearly explained is impossible for T(s) in a non-linear progression.
;)
Ok, just fuckin with ya. My mind wandered after I saw the word 'Abstract.'