Twin Prime Proof Erroneous
mindriot writes "The fairly recent perceived breakthrough in prime number theory regarding twin primes, as mentioned on slashdot, is apparently not quite perfect: 'On April 23rd, Andrew Granville of the Universite de Montreal and K. Soundararajan of the University of Michigan found a technical difficulty buried in one of the arguments in the preprint of Goldston and Yildrim. The main issue is that some quantities which were believed to be small error terms are actually the same order of magnitude as the main term. For now this difficulty remains unresolved.' A more detailed technical description is also available."
I see a lot about these sorts of massive mathematical problems. I can understand calculating pi to the nth point as it is used in calculations, but what sort of benefit does mankind get from working out twin primes? In fact, do primes do anything for us anyway?
I'm well aware of what primes are, I just have never found a use for them!
If you're so damn good at factoring products of primes, factorise 18446743979220271189!
If I remember correctly:
;)
true + true = true
true + false = true
false + true = true
false + false = false
and
true x true = true
true x false = false
false x true = false
false x false = false
Which means that addition is like or'ing booleans together and multiplication is like and'ing booleans together. Therefofore, multiplication would seem to be the correct operation, as women are both time and money, not one or the other.
QED
Matt Fahrenbacher
James Tiberius Kirk: "Spock, the women on your planet are logical. No other planet in the galaxy can make that claim."
Remember that an error was found when the British mathematician first announced that he had a proof of Fermat's Theorem a few years ago. He was able to fix it, however, and AFAIK his proof is currently considered sound (albeit LONG).
This post is dedicated to all of those