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July 18th, 2013, 07:55 AM   #1
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The proof of the Goldbach's conjecture

Hello for all mathematicians!

The Goldbach's conjecture finally is proved!

I created "The arithmetic of binary
representations of even positive integer 2n" in
which the assumption that don't exist binary
representations in the view of a sum of two primes
for any values of 2n > 2 come to contradiction.
Hence our assumption is false and it is true that
forall 2n > 2 exist binary representations
in the view of a sum of two primes.

For getting the full text twice click webaddress below.
After it for download see black strip with buttons
(the last button on the left).
If black strip don't appearance then we need to move
by the "mouse" in the bottom of screen.

http://vixra.org/pdf/1208.0245v3.pdf

Best regards
Alexander Fedorov
Al7-8Ex5-3:Fe#!D%03 is offline  
 
July 18th, 2013, 04:46 PM   #2
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Re: The proof of the Goldbach's conjecture

You said here that your proof was endorsed by "some mathematicians": https://groups.google.com/forum/#!topic ... gGaUD9B-c8
Which ones?
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July 19th, 2013, 03:29 PM   #3
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Re: The proof of the Goldbach's conjecture

In the present message it is published final version(3)
http://vixra.org/pdf/1208.0245v3.pdf (7.15.2013)
the proof of the Goldbach conjecture
which cancels all old versions which I proposed
previously until (7.15.2013). These versions were
canceled by results of peer -review processes.
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July 19th, 2013, 05:17 PM   #4
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Re: The proof of the Goldbach's conjecture

I think I'll just wait for the next cancellation.
johnr is offline  
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