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本帖最后由 lkPark 于 2017-12-22 14:16 编辑
According to zhang Yitang's theory:Every twin prime number is within the range of 70000002.
This problem is not a problem that can be quantified.
A proof of the conjecture of twin prime numbers.
Known conditions:In the case of the Goldbach conjecture,There are odd prime P and P2＞P1 ,There are an infinite (∆2)two of increment.
Ask for evidence: P1＋∆2=P2,The equation have an infinite number.
Prove: ∵[P,P],It have an infinite number,∆2➞It have an infinite number.P1＋∆2 ⇒ P2.
And(1),P1＋∆2=P2.Under the condition of quantity, It is set up in a limited number.
(2),6＋N∆2➞[P1,P2].
And, ∵P1 ➞ P2,It has nothing to do with the quantity of numbers.
∴P1＋∆2=P2,It have an infinite number.
Wang Jun 22-12-2017 |
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发表于 2017-12-22 14:14
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