A proof for Goldbach's conjecture | ||||||||
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For a large even number there are a large
number of pairs of odd numbers sum of the members of each being
the even number. We eliminate those pairs that none of the members
of each of them is prime and show that the number of the remaining
pairs is still large. The process of proof shows that there can be
no drop to zero in the function of the number of the mentioned
prime pairs.
(21) A proof for Goldbach's conjecture (pdf)