The second stage of Goldbach's conjecture proved to be the easiest, because the tools and rules have been clearly explained, just like having building blocks, and building them into a castle only requires a lot of time, energy and thought.

Countless people's eyes followed Qin Ke and Ning Qingyun's pen tips on the whiteboard. Foreigners naturally paid more attention to Qin Ke's English explanation, while Chinese people chose to pay more attention to Ning Qingyun. Putting aside the language issue, they watched a

The beautiful and lovely girl writes mathematical calculations and talks about complex mathematical calculations in a soft and pleasant voice. This is a kind of enjoyment in itself. It doesn't matter whether she can understand it or not.

.

There are many people who hold this idea, and there are countless parents who encourage and educate their children with Qin Ke and Ning Qingyun, which makes the audience in the live broadcast room more and more, and the domestic audience alone has exceeded 8,000

Thousands of people. This is a very scary number. If you include the audience in front of the TV, there are probably more than 100 million domestic people paying attention to this special report on Goldbach's conjecture. Such popularity and attention can almost catch up

It’s Spring Festival Gala.

Outsiders watch the fun, but insiders watch the door.

As Qin Ke and Ning Qingjun continued to attack Goldbach's conjecture using the nonlinear structure method of lime number theory, the overwhelming momentum made the mathematicians present subconsciously open their mouths, and the shock and admiration in their eyes could not be concealed at all.

live.

Goldbach's conjecture, which was originally very mysterious and foggy in their eyes, slowly lost its mysterious veil under the pens of the two people. The nonlinear structure method of lime number theory is like a small sharp blade, extremely clever and flexible.

, the defenses of Goldbach's conjecture were defeated step by step, and finally, through nonlinear differential equations, the conclusion was reached that "the probability that every even number greater than 2 can be written as the sum of two prime numbers is 100%", the whole audience fell silent.

Then thunderous applause broke out, resounding in every corner of the auditorium.

And it lasts forever!

Brilliant! Impeccable!

Apart from these two words in everyone's mind, no more precise words can be thought of to describe the steps of the proof just now.

Goldbach's conjecture has been in the mathematics world for nearly three hundred years. During this period, countless mathematicians have devoted themselves to it, forgetting to eat and sleep, and are obsessed with it. Today, this shining pearl that was originally thought to be hanging in the palace of mathematics has

, someone finally successfully picked it off!

And he has also created a new mathematical method with amazing potential, which will have a huge promotion effect on the research of number theory!

There was a wave of applause, and everyone clapped vigorously. The teachers and students of Qingmu University stood up collectively and looked at the two Qingmu students on the stage with admiration and excitement.

It was not until more than two minutes later that the applause slowly subsided. Qin Ke joked: "Thank you everyone for the warm applause. In fact, I still hope that you will keep clapping for another 40 minutes, so that you don't have to enter the Q&A."

I can save a lot of brain cells."

This witty remark immediately aroused laughter in the whole room, especially foreigners who like humor. This wise remark made them have a good impression of Qin Ke.

In the next question and answer session, nearly twenty mathematicians from all over the world stood up to ask questions, but it was more like asking for advice than questioning, and it was more about the nonlinear structural method of lime number theory. Only

About one-third of the questions are about Goldbach's conjecture itself.

Ning Qingyun directly acted as a simultaneous interpreter, translating the questions of foreign mathematicians into Chinese, and translating Qin Ke's English answers into Chinese.

Qin Ke talked and laughed freely from beginning to end, answering all questions instantly, and making witty remarks. The audience laughed knowingly from time to time. There were no unexpected questions during the entire Q&A session, which made Qingmu University, who had always been tense, laugh.

The school leaders were really relieved.

Wei Yuanfu, the head of the Department of Mathematics, whispered to Vice Principal Gu Bojun next to him: "Principal Gu, it seems that today went well beyond expectations."

A relaxed smile appeared at the corner of Gu Bojun's mouth: "It's normal if everything goes well. After all, it's Qin Ke and Ning Qingyun. I won't be surprised if they can create any miracles now. If they fail, I will be even more surprised."

."

Finally, at around 4:30 in the afternoon, seeing that there were no more questions from the audience, Mr. Faltings, who was sitting in the front row, suddenly raised his hand to indicate that he wanted to speak, and the staff hurriedly handed over the microphone.

Many viewers recognized this person as the top mathematician in the world of international mathematics, the winner of the Philippine Prize, and immediately became quiet. Everyone wanted to hear what this student of Grothendieck, the "Emperor of Algebraic Geometry", wanted to say.

Faltings stood up and smiled at Ning Qingyun: "Dr. Ning, please translate."

Ning Qingyun said respectfully: "It's an honor."

Faltings turned around and looked around at everyone, and said loudly: "I am Gerd Faltings. I am currently working at the Institute for Advanced Study in Princeton, and my position is the editor-in-chief of the Annals of Mathematics. I would like to make a small comment here.

The advertisement about Qin Ke's paper "Proof of Goldbach's Conjecture" has recently passed the expert review and will be published in the latest issue of the journal on the 23rd of this month. Everyone is welcome to snap up."

Seeing that Faltings, who had always been serious, actually took the opportunity to advertise, everyone couldn't help laughing. Mr. Rovshan Oliver, the editor-in-chief of Acta Mathematica, even laughed and cursed in a low voice: "This old man

Guy, you know how to seize the time to promote it!"

Faltings continued: "Oh, maybe you really want to rush to buy it then, because only 20,000 more copies will be printed this time, and..."

He paused deliberately, then faced everyone's curious gazes, curled his lips and said: "This paper "Proof of Goldbach's Conjecture" will be reviewed and briefly analyzed by eight reviewers. These eight reviewers

The personnel are: Professor Tao Zhexuan of the University of California, Los Angeles, Professor Elon Lindenstrauss of the Hebrew University, Professor Andrew Wiles of the University of Oxford, and Pierre Wilhelm of the Institute for Advanced Study in Princeton.

Professor Deligne, Professor Charles Louis Feynman of Princeton University, Professor Enrico Bombieri of Princeton University, Professor Wendelin Werner of the University of Paris 11, and I, Faltins.”

Every time he read out a name, the jury members sitting in the front row stood up and smiled and nodded to the audience.

The surrounding audience suddenly became commotion, and many people even screamed in surprise.

You must know that these eight people are all Fields Medal winners! And most of them are experts in number theory, or very famous experts in random functions, nonlinear microequations, and probability theory! For example, Enrico Bang

Professor Bieli is a famous master of analytic number theory and one of the internationally recognized authorities in the field of prime number research.

I'm afraid this is the most luxurious mathematics journal paper review team ever!

So after the announcement of this extremely gorgeous jury list, it immediately shocked all the audiences present!

If a paper can be jointly reviewed and approved for publication by these eight Fields Medal winners, who has the ability to question its correctness?

And the most imaginative thing is that Faltings announced this on such an occasion, seemingly to advertise for the "Annals of Mathematics", but if you think about it carefully, all eight review experts came across the ocean.

When I arrived at the report meeting, I almost made it clear that I supported Qin Ke’s competition for the Fields Medal!

This is recognized and supported by eight Fields Medal veterans! It will undoubtedly create a great momentum for Qin Ke, and even push Qin Ke’s reputation in the mathematics community to a new height!

Many people look at Qin Ke in different ways. There is no doubt that this young mathematician, who is only 20 years old this year, will become a seed candidate for this year's Fields Medal that no one can ignore!

Except for his age, all of his academic achievements, international reputation, and external conditions are up to par!

It depends on whether this year's judges have the courage to break the age limit, or whether they can bear the pain of rejecting several other outstanding mathematicians who are nearly forty years old.

Countless flash lights lit up, once again recording Qin Ke standing on the podium smiling.

Perhaps in the near future, this extremely young mathematician who has risen like a miracle will be on the headlines of countless newspapers and magazines around the world!

…

Finally, this special report on Goldbach's conjecture came to an end with endless applause.

This academic live broadcast to the whole country and even the world not only allowed the proof of Goldbach's conjecture to withstand the test of all well-known mathematicians present, but also pushed the reputations of Qin Ke and Ning Qingyun to even more dazzling heights, completely

He has become a well-deserved leader among college students and even young scholars.

As the dust of this much-anticipated academic seminar settled, the domestic media almost frantically made special reports on Qin Ke and Ning Qingjun. Even the evening news of CC1 spent nearly a minute reporting on this academic seminar.

The title of the report meeting is "Goldbach's Conjecture, the Young Future, and the New History." The protagonists are naturally Goldbach's Conjecture, Qin Ke, and Ning Qingyun.

Qin Ke and Ning Qingyun were also extremely busy because of this. There were all kinds of media interviews and interviews with big shots that they couldn't avoid and couldn't refuse, so the two of them barely had time to breathe.

But the harvest was equally fruitful, and various domestic institutions enthusiastically sent good news and awards.

Bodhidharma Academy was the first to send congratulations and presented Qin Ke and Ning Qingyun with the "Green Orange Award".

The "Green Orange Award" is a public welfare academic selection award specially established to discover and encourage outstanding young scholars in China. The age requirement for selection is no more than 35 years old. About ten people are selected every year, and the bonus is one million yuan.

Immediately afterwards, the Qiushi Science and Technology Foundation announced the list of candidates for the latest "Qiushi Outstanding Young Scholar Award" on its official website. Qin Ke and Ning Qingyun topped the list, and winning this award is almost a sure thing.

The "Qiushi Outstanding Young Scholar Award" was initiated by five famous scholars and scientists, including Chen Shengshen and Yang Zhenning, and was established for outstanding young researchers in the field of basic research in China. It is held once a year and 12 people are selected in each session.

For each person, the award amount is US$30,000 per person per year for three consecutive years, that is, each person can receive an award of US$90,000.

Other good news also followed one after another.

Qin Ke and Ning Qingjun's Qingba projects "Proof of Hail Conjecture" and "Proof of Goldbach Conjecture" were also nominated for the first prize of this year's National Natural Science Award.

The National Natural Science Award only rewards scholars who have made significant scientific research achievements in basic research in mathematics, physics, chemistry, astronomy, earth science, life science and other fields, as well as applied basic research in information, materials, engineering technology and other fields. This is a very authoritative award.

Awards, the first prize of which is the highest academic honor in the domestic scientific and technological circles.

In addition, there are seven or eight domestic awards of various sizes such as the "Youth Science and Technology Award" and the "Youth Science Award". Qin Ke and Ning Qingyun are also listed as candidates. Counting the awards that are only selected at the end of the year, it is estimated that by the end of the year

, these two young mathematicians will receive more than fifteen domestic awards.

Of course, for Qin Ke, nothing is as sweet as the reminder sound coming from the system.

At that special report meeting, when Faltings publicly announced that his article "Proving Goldbach's Conjecture" had been reviewed and was about to be published, the system sent a confirmation message that the task had been completed, which made Qin Ke elated.

"Dingdong! You have successfully proved the hail conjecture (Kadokawa conjecture) and Goldbach's conjecture. You have taken off these two bright gems embedded in the crown of mathematics and achieved the goal of 'continue to take off the gems embedded in the crown of mathematics'"

Target!"

"Dingdong! Congratulations, you have completed the task of 'Continue to pick off the gems embedded in the crown of mathematics'. The first reward of the task is being distributed..."

"Ding! The first reward has been distributed, your academic points (mathematics) are 2000!"

"Ding! The second reward is being distributed... You have obtained S-level knowledge "Revealing the Secret of Hodge's Conjecture"!"

Along with the system beep, the "warehouse" in Qin Ke's mind contained an additional copy of S-level knowledge "Revealing the Hodge Conjecture". Before Qin Ke took the time to open it and read it, the "Mathematics" upgrade progress in the system interface bar appeared.

The ground suddenly jumped forward, breaking through the upgrade threshold!

This chapter is not finished yet, please click on the next page to continue reading the exciting content! "Ding! Your academic points (mathematics) have been accumulated, meeting the upgrade conditions!"

"Your mathematics level has been upgraded to: 'Grandmaster Level'!"
To be continued...