20051226, 17:28  #1 
Sep 2005
2·3^{2} Posts 
twin primes!
is there is a relation between twin primes and Goldbach conjecture?

20051226, 19:00  #2 
Jun 2005
Near Beetlegeuse
2^{2}×97 Posts 
Apart from the fact that the words “two primes” appear in both, there would not appear to be any connection. The Goldbach conjecture is concerned with even numbers >= 4 being the sum of two primes.
They are of course related by the fact that neither conjecture is proved. Considering that in an earlier thread you claimed to have proved both of these, I am surprised you needed to ask! 
20051226, 19:07  #3 
Mar 2004
Belgium
29^{2} Posts 

20060103, 17:29  #4 
Sep 2005
2×3^{2} Posts 
why i ask ?
hi / Numbers
TO LEARN SOMEONE LIKE U ,WHAT HE NEED TO BE REAL MATHEMATICANS THEN U MUST WAIT .......TO LEARN. 
20060103, 18:47  #5  
Aug 2005
Brazil
2×181 Posts 
Quote:


20060103, 19:44  #6 
"Nancy"
Aug 2002
Alexandria
2,467 Posts 
Darn, where's the pancake bunny pic when you need it?

20060103, 20:29  #7  
Jun 2005
Near Beetlegeuse
2^{2}×97 Posts 
Quote:
So: Quote:
Alternatively, it could mean that Mr Hodeif wants to learn from me what it will take for him to become a real mathematician. In which case he should probably set his standards a little higher. Quote:
and just for Alex, Pancake bunnny picture 

20060718, 23:57  #8  
Sep 2005
2·3^{2} Posts 
To teach or to learn the message is obtain.
Quote:


20060719, 00:02  #9  
Sep 2005
2·3^{2} Posts 
To teach or to learn the message is obtain.
Quote:


20060719, 03:22  #10 
Aug 2003
Snicker, AL
7·137 Posts 
Confucius say "Man who live on flagpole have nowhere to go but down".
I'd still like to hear your response to the post you made re form of factors for Mersenne numbers. Its just one thread down from this one at this moment. Fusion 
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