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Who is the mathematician who cracked Goldbach’s conjecture?

Everyone knows that "1+2" ??is not the answer, which proves that "1+1" is the correct answer!

On July 20, 1989, Arthur Whiteman, chairman of the Department of Mathematics at Princeton University in the United States, sent me a reply.

Do you think it is cracked?

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Princeton University (school paper address)

July 20, 1989

(My name and address)

Dear Mr. Lin,< /p>

Thank you for your latter of 28 May 1989, and the

calculations it contained.

I am very happy for you that your calculations have verified

The validity of the Goldbach Conjecture in so many cases. May

you have further success in your arithmetic explorations!

Sincerely,

Signed by Arthur Wightman)

Arthur Wightman

Chairman

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This university is world-famous for mathematics, and this old American mathematics academician is very good! He was very happy

to see the validity of this verification of Goldbach's conjecture!

The proof of Goldbach's conjecture sent to him is a diagram and a proof of a formula. The upper and right sides of the specially made coordinate diagram lead to infinity. The formula can be substituted for any infinite even number. All can prove the existence of the addition of two or more prime numbers "1+1"! This formula is the axiom for the existence of Goldbach's conjecture!

It is a pity that this American mathematician is old and frail and it is difficult to see him. I hope he lives a long and healthy life!

Note: This "... latter of 28 May 1989, and the calculations it contained." was sent by me on behalf of an old scholar who did not want to appear.

He said: So what if it is proven? Why fight with the world? I am willing to live my life indifferent to fame and wealth, and I am willing to be homeless!

What I want to tell you here is that it doesn’t matter who it is, as long as you know that it was the Chinese who solved the problem.

I want to ask you here, do you agree that "1+2" ??has solved the infinite problem of "1+1" within a limited and sufficiently large range?