20050904, 14:07  #1 
Sep 2005
2·3^{2} Posts 
new theorems about primes
i prove the infinity of Mersennes prime numbers ,and find any number of them as big aS WE WANT AS WELL AS FERMAT'S PRIME NUMBERS,THE TWIN PRIMES,THE EVEN PERFECTE NUMBERS, BY FINDING AN INFINITE SEQUENCE(ALL ITS TERMS ARE PRIME) TAKE THE FORM 2^n 1,WHERE n is prime(with proof ).

20050904, 14:12  #2 
Dec 2003
Hopefully Near M48
2·3·293 Posts 
Ok, and where might these proofs be?

20050904, 14:12  #3 
"Nancy"
Aug 2002
Alexandria
2,467 Posts 
I can't wait to see that proof.
*sigh*, Alex 
20050905, 16:33  #4 
Feb 2003
76_{16} Posts 
That's nothing compared with what I found, which is an EVEN prime other than 2

20050905, 16:48  #5 
"Nancy"
Aug 2002
Alexandria
2,467 Posts 
2? It is associated with 2 by the unit 1, so the two are not really considered distinct primes.
Alex 
20050905, 17:55  #6 
Cranksta Rap Ayatollah
Jul 2003
641 Posts 
proof by caps lock?

20050905, 18:06  #7 
Sep 2002
Database er0rr
5·701 Posts 

20050905, 19:36  #8 
Mar 2004
501_{10} Posts 
I can prove there are infinitely many integers greater than 10^10^100. I call it DominicanPapi10^10^101's theorem

20050905, 19:50  #9 
Sep 2004
5×37 Posts 
Excellent !
Who wants to compute sghodeif crackpot's score ? The first evaluation (debits) gives : 1 : 29.5 not so bad ! Dominicanpapi, you forgot to mention that you didn't have enough space in the margins to prove it... Last fiddled with by Phil MjX on 20050905 at 19:54 
20050905, 20:02  #10 
"Nancy"
Aug 2002
Alexandria
2467_{10} Posts 
Very nice list.
The capitalised words alone earn him 29 points, plus 40 or 60 for 8. (Mersenne, Fermat, possibly pattern), plus 20 for 9., perhaps +50 for 22. (hasn't followed up on the requests for the proof). He scores between 89 and 159 points in my book, which is not bad for his 2 1/2 lines of text. Alex 
20050905, 20:41  #11  
Cranksta Rap Ayatollah
Jul 2003
641 Posts 
Quote:


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