I see a reference to a proof called Tyte's proof but saw no details on it. When I click on the link, it only gives me the same page that I'm already on.
Also, I could not get any additional details about the following post:
On January 10th, 2011 Hugh Barker says: I've added a thread here, linking to an attempted proof of Twin Primes and the Polignac conjecture in general.
I am most interested in searching for any attempted proofs of the twin prime conjecture. I believe that I have a proof, but anticipate clearly filling in some details.
The core idea in our proof is that we specify exactly a lower bound for the number of twin primes less than a given integer, N, and that this lower bound goes to infinity as N goes to infinity.
login/create account
Drupal
CSI of Charles University
Twin Prime Conjecture
Hello.
I see a reference to a proof called Tyte's proof but saw no details on it. When I click on the link, it only gives me the same page that I'm already on.
Also, I could not get any additional details about the following post:
On January 10th, 2011 Hugh Barker says: I've added a thread here, linking to an attempted proof of Twin Primes and the Polignac conjecture in general.
http://garden.irmacs.sfu.ca/?q=op/twin_primes_and_polignacs_conjecture
Will receive any input, debunking etc gratefully.
I am most interested in searching for any attempted proofs of the twin prime conjecture. I believe that I have a proof, but anticipate clearly filling in some details.
The core idea in our proof is that we specify exactly a lower bound for the number of twin primes less than a given integer, N, and that this lower bound goes to infinity as N goes to infinity.
Kermit