Metropolis: My IQ is 300

Chapter 80

Chapter 75 Lively Peking University (seeking support, third)

The publication of a certificate requires many people to verify it. At this time, Chen Fan's certificate was placed on the table of many people.

Wilson, Hua Xiong, or even Mr. Qiu.

Everyone is watching.

In the foreign annual mathematics, the editorial department is working overtime at this time.

They cannot rest.

It may have been possible before, but it is not allowed now.

Perhaps, such a thing, it is always difficult to believe that it will be the situation of working overtime now.

Normally, every year the Annual Mathematics will get hundreds of proofs. Goldbach has been hanging on everyone's heart.

And this one hundred-page mathematics paper attracted the editor only because of the name.

Chen Fan, the person who solved Mason prime numbers, the youngest mathematician, and the person most likely to become the youngest professor in history.

Melson was the first mathematician and editor to get this proof.

Every night at ten o'clock is his time to rest on time.

Come with a bottle of handmade champagne, with some classical music, and enjoy your time with peace of mind.

And an email attracted him.

Click to open, the proof of Goldbach's conjecture, any even number greater than two.

Generally, people who saw this kind of opening would basically throw it away, but this time, maybe it was boring, so he planned to look at it again.

Chen Fan, this attractive name, attracted him.

Goldbach, doesn’t it prove every year?"

The boy with Mason primes, who proved Mersenne prime a few months ago, now comes to Goldbach’s conjecture again?

fuck.

Is this guy 023 the devil?

Melson felt that he must be crazy and wanted to read this proof.

Look down a little bit.

Time gradually passed, and after Melson saw the end, he turned off the computer helplessly.

There is no place to feel uncomfortable. In other words, it is very likely that this proves to be correct.

I rely on it, it's true, this proves it"?

If this is the case, perhaps not surprising, Melson sent a message to a friend in Europe.

Peter is giving a class to students at this time, the class he is attending is a weak proof of Goldbach's conjecture.

Because Goldbach's conjecture attracts many people every year to go forward and succeed in succession, naturally, teachers also need to know this.

The reason why Peter became a professor was simply because his weak proof used an additional method.

"Regarding Seven's Goldbach's weak proof, I think I have given you a good explanation. I hope everyone can keep this conjecture in mind."

"Teacher, is it really difficult to prove Goldbach's conjecture?"

"I don’t know, we once held a meeting specifically to prove Goldbach’s conjecture, but in the end the meeting was nothing. It was impossible. When the real results were presented to us, we found that each other It is if this is weak."

"Students, I personally hope that you don't waste time on this certificate. If you can, drinking tea and taking a walk are much better things than the certificate. Of course, students who don't like tea can try coffee. "

The message of the mobile phone rang, Peter was stunned for a long time, looked at it for a long time, and said: "Classmates, I think you are lucky. You seem to have encountered the best era."

In the Mathematics Office of Peking University, Chen Fan's proof was made into ppt and displayed to everyone. Looking at the dazzling array of proofs, everyone fell into contemplation unconsciously.

How is it possible, this is impossible.

"If someone told me, who proved Goldbach’s conjecture, then I would definitely slap that guy, but now, if you tell me that the person who proves is a fifteen-year-old child, then I will be strangled to death. This guy, let him know the cruelty of the math teacher."

A teacher said: "In 1923, British mathematicians Hardy and Littlewood proved that if the generalized Riemann conjecture holds, the weak Goldbach conjecture holds for all sufficiently large odd numbers. In 1937, the Soviet mathematician Vinogradov proved Hardy and Littlewood’s conclusions can be proved directly without relying on the generalized Riemann conjecture. Vinogradov’s original proof, due to the use of the Siegel-CWalfisz theorem, cannot give a "sufficiently large" lower bound. His Student K. Borozdin proved that 3^3^15 is sufficiently large in 1956. However, this number has 6,169 digits, and it is completely infeasible to verify all numbers smaller than this number."

The rest looked at him.

Ma Aiguo was very indifferent and continued: "But these are all weak proofs. Before the Mersenne prime number came out, everyone never knew the use of the sieve method. Zhou's theorem was suspended for fifty years."

"In the past fifty years, the appearance of Chen Fan has pushed number theory to a height that does not belong to him. I don't understand. Why do you have to question? Is it because Chen Fan proved that you can't find a mistake?"

"Or you don't have enough mathematics to understand what Chen Fan wrote?"

Ma Aiguo did not stingy with his saliva at all, and lashed out frantically.

Now he is like a soldier, and he wants to fight for more and higher honors for his students.

Even with this honor, there may be false possibilities.

If k=3r, then the combination with primality is only in the first group

...

When n=2k+1,

...

That is to say, any 2n-type even number greater than or equal to 6 is divided into the sum of two primal odd numbers at the same time.

Now discuss the 2n of n=2k type, and the details are as follows

The result is the same as n=2k+1 type, please refer to n=2k+1 type for details. In summary, any even number greater than or equal to 6 can be the sum of two primality odd numbers, that is to say

...

Step by step clear steps give everyone the clearest algorithm.

This is the real proof process. It can be said that Chen Fan has fully told everyone that you can ask questions, but what is the meaning?

The answers are written on it, and all the possibilities for questioning and thinking are written clearly.

Chen Fan in the prime of Mason's time may prove to be very partial, because he didn't understand the mathematical format at that time, and the proofs were written in an unreasonable way.

When he was in the magic group, Chen Fan was already hideous.

At that time, it was difficult for people to find weaknesses in writing.

Now Goldbach proves that Chen Fan has changed his way again.

This time I chose a deeper proof, written in a clearer way for everyone to watch.

The principal sat aside, his eyes firm.

At this moment, he was waiting for the call.

In other words, waiting for many, many calls.

"President, you have to think clearly, if Chen Fan is wrong, and Peking University publishes this paper in our name, then the responsibility we have to bear is unprecedented."

"Yes, I admit that my math may be a bit worse than you, but I still feel that I have to retain a skeptical attitude."

"There are too many people who need to face mathematical proofs. I don't think Chen Fan can handle it well. You know, this is one of the three most difficult problems in the world."

At this time, the principal's phone rang.

"I, Chen Ming, in the name of Chen's mathematics, we support Chen Fan's proof, which is correct."

This is not enough. The relationship between Chen Ming and Chen Fan is so good.

Wilson's phone.

"Princeton's David agreed with Chen Fan's proof and asked when Chen Fan will hold a speech conference. I personally hope it can be held in Princeton."

This is not enough, Wilson and Chen Fan have a good relationship.

"Hello, my name is Will."

"Is it Will of the Fields Prize in Mathematics?"

"If there is no one else, I think it is me. My friend and I asked for your phone number. Can I talk to Chen Fan? I want to know how Chen Fan came up with this method of proof."

"Mr. Will, don't you have any doubts?"

"Why are there any questions? This proof can be completed within ten pages. The purpose of writing a hundred pages is to prevent that group of mathematical sprays from being targeted, or to omit some troubles. I think this proof already tells everyone the answer. If you don’t understand it, I think this kind of person is not worthy to learn mathematics."

The principal's heart began to firm up.

The German mathematician called the principal.

The French mathematician called the principal.

European mathematicians also called the principal.

One by one, the principal's scalp numb.

"If one person approves, I might pause. How about ten people, one hundred people?"

The principal stood up firmly and said: "I decided to start the script math reception immediately in the name of Chen Fan. It will last for two hours. Go down and prepare. During this time, I will clean up the school’s hygiene and let the students. All cheer up."

There are math seminars in China, don't be kidding.

How is it possible, no one will come.

The principal is crazy.

The principal made a call to the Annual of Mathematics and the International Mathematics Group.

"We will hold a two-hour seminar on mathematics, aiming at the Goldbach conjecture proved by Chen Fan. We welcome the arrival of mathematicians from all over the world."

"Is it in China? This has never been the first,"

"No, I think it's okay, because this is Chen Fan, this is Goldbach, nothing more, I am applying, not with your consent, I just need you to give me the platform and send out my invitation."

f*ck, when did the principal of Peking University get so aggressive?

"Well, we will post. If you take your own humiliation, don't blame us for not reminding you."

"You don't need to worry about it. I believe that many people will come."

Post sent.

All parties thunderous.

Countless people looked at the mysterious country of China. Because of the appearance of Chen Fan, he became mysterious again at this moment.

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