Everyone loved him so much that Qiao Yu just stayed in bed for three whole days, enjoying a boring life of reaching out for clothes and opening his mouth for food.

Although Qiao Xi disliked him, she still took good care of Qiao Yu. In Qiao Xi's words, she couldn't help it. After all, Qiao Yu was the backbone of the family.

Okay, this sounds very comfortable. It also made Qiao Yu recover from his cold symptoms quickly. In fact, the fever was gone the next day.

But just because Qiao Xi spoke so nicely, Qiao Yu simply stayed in bed for one more day, enjoying the rare warm time.

Lying in bed these past few days, all I got was good news.

First, Qiao Yu’s scholarship and other special awards for last semester have come down.

Senior Brother Chen is right. Schools, colleges, and research centers are all very generous with their money. Of course, it may also be because of his mentors. The income of nearly one million has doubled Qiao Yu's family assets again.

It also proves what the good old man said before. There is no future in playing games, but you can really make money by doing mathematics...

At this time, Qiao Yu felt that it was a bit shabby to give a good old man a watch during the Chinese New Year. But he had no choice but to wait until the next time he returned to Star City.

In addition, Professor Li Lixing from Huaqing has completed a paper in collaboration with two foreign scholars, which is a paper on the two-dimensional generalization of Chevalet's theorem for all reduced Lie algebras and reduced algebraic groups.

Li Lixing specially sent the paper to Qiao Yu, and discussed with him the order of the authors of the paper.

To be honest, when Mr. Yuan arranged this cooperation for Qiao Yu, he wanted Qiao Yu to accumulate more experience in scientific research.

I never thought that Qiao Yu could make much contribution to the project. But the embarrassing thing is that when Qiao Yu first joined the research team, he solved the problem that had troubled the research team for a long time within a few days.

The global function can be described by the automorphisms of Whitaker layers, and the structures of these automorphisms are directly related to the representation of algebraic groups. To describe it in mathematics is Qiao Yu's proof:

In the classic Langlands program, the modular form can be directly related to the Whittaker model represented by GL(2,Q). So arranging several works for Qiao Yu becomes a problem.

After helping them solve this problem, Qiao Yu went to work on other things. He had almost no time to deal with this topic. After that, he rarely even attended group meetings.

Especially after Qiao Yu developed the generalized modal axiom system, there was no news from their research group at all.

But the entire research team, Li Lixing, Zhang Xinwen and Ronald are all very aware of Qiao Yu's contribution to this project...

This is very embarrassing.

The three of them decided to work together to solve this problem because it is quite common for three people to co-author a paper that is influential enough in the field of mathematics.

But it is not impossible for four people to co-author a paper, but it is relatively rare. After all, mathematics is not physics. It is not surprising even if there are papers co-signed by thousands of people.

Fortunately, the things that Li Lixing felt were quite troublesome didn't matter to Qiao Yu. He really didn't care whether he had a success or not.

It’s just a top-ranked paper. Instead of competing with others for fame, it’s better to gain more points.

So on the phone, Qiao Yu said very generously that he didn't need to make one, no matter how many times, just sign his name.

Then he said in a joking tone: Just don’t forget that he has made contributions when giving out bonuses...

As for whether to submit the paper to JAMS or JAMS, Qiao Yu did not give any advice.

Only those who lack papers need to worry about these things. Qiao Yu happens to have no shortage of papers, nor does he lack papers in top journals.

The news that comes one after another is all good, and it will definitely help the condition. After all, it is just a little cold...

After the fever subsided, he was almost feeling better. It was just that Qiao Yu felt that it was rare for him to have such a leisurely period of time, so he simply lay in bed to empty his mind and not think about anything else.

Not to mention, the effect is very good.

After resting for a few days, Qiao Yu felt that his brain had become more alert, and this was not an illusion.

People can actually perceive how sharp the brain is. For example, many people have experienced that they couldn't figure out a problem or a certain task when they stayed up late at night.

But after taking a nap, I suddenly had an enlightenment. I had the experience of easily solving a problem that had been stumping me for a long time.

For Qiao Yu, the situation is actually similar, except that the problem is slightly more complicated.

Starting from two very similar formulas, we use homomorphic transformation to verify a certain equivalence relationship between the density function ρM and the prime counting function π(x) in the modal space.

Such as proving the relationship between modal path symmetry and prime number distribution. Starting from the high-dimensional modal space M, and then to the customized path P, verifying the asymptotic law of the real number axis through the prime number theorem, introducing the Riemann series...

Then use the modal density function to map the path points, analyze the relationship between symmetry and zero points, and finally establish a homomorphic mapping, and finally draw a conclusion.

The symmetry of the modal path P is isomorphic to the symmetry of the zero point of the Riemann zeta function, that is, the density function ρM on the modal path can describe the law of prime number distribution and transform this problem into a symmetry problem of geometric paths.

Look, this problem is really not difficult...

After completing the proof, Qiao Yu carefully checked several key steps from the beginning. Well, no loopholes were found at all, and it was as flawless as ever.

Of course, this does not mean that Qiao Yu has proved the Riemann Hypothesis, but has completed the first step - he has been able to introduce the Riemann Hypothesis into the generalized modal space and perform geometric processing.

This also means that modal distance, modal convolution, modal density or other useful tools under the generalized modal axioms can be used for the Riemann Hypothesis.

To use an inappropriate metaphor, for a mathematician, this is like tying Bai Yueguang, whom he has been secretly in love with for many years, to a deserted castle with a radius of ten kilometers.

In theory, all the tools in the castle can be used on Bai Yueguang.

Well, this metaphor is indeed very inappropriate. Especially when it came from Qiao Yu's mouth, it shocked Qiao Xi...

"Why do you use this metaphor? What are you thinking in your mind? Don't I know which little girl you have a crush on?"

"I really admire you! People only care about how good I am at doing this, but you are the only one who actually focuses on a metaphor I said casually! You said it was a metaphor!"

Qiao Yu complained casually.

"But your metaphor shows that you are not mentally healthy. You must know that mental health is more important than people's health. I suggest you go to the school's psychological development guidance center to see you. Do you want me to make an appointment for you?"

Qiao Xi said seriously.

Qiao Yu was stunned and asked, "Are you serious?"

"Otherwise! If you learn badly, the greater your ability, the greater the damage you will cause."

"Okay, I just thought of a plot from an American TV series..."

"Don't watch those perverted and violent foreign films from now on! Especially those about psychological perversion. For example, Hannibal. I can't watch it anymore!"

"I know, I promise not to read it again!" Qiao Yu replied cheerfully.

The generation gap is like this... Qiao Yu comforted himself in his heart. It is normal for women in their thirties to like to worry blindly.

As for whether he can't watch this or that, it's actually easy to solve. He can just move back to Yanbei from Huaqing. As long as the two of them don't live together, he can watch whatever he wants.

Qiao Yu has understood a truth since he was a child: as long as the bad things are done perfectly, it is equivalent to not doing the bad things.

It’s just that it’s difficult to do anything perfectly.

"So are you planning to go back to Yanbei?"

"That's right! I'll go back later. I don't feel like writing my thesis here. I'd better write my thesis in my small room if God helps me!"

"Oh, then you should go back quickly. It saves me from having to help you bring food at night. Do you want me to help you pack your things?"

"No need! I'll clean it up myself."

"By the way, don't forget to take your medicine when you go back. The doctor said that even if you feel better, you must insist on finishing a course of treatment. You must consolidate it for two more days!"

"knew!"

…

At the same time, Qiao Yu was thinking about writing his first paper. Academician Lu Yanxiang, a researcher at the Institute of Mathematics and Systems Science of the Chinese Academy of Sciences, was reading the project document he submitted for application.

There are not many people in the domestic mathematics community who study the Riemann Hypothesis. The leader among them is probably Academician Wang. Unfortunately, after the death of Academician Wang, there was a chronology.

However, Zhang Shuwen, a student of Academician Wang, is also one of the internationally renowned mathematicians. He has made many important achievements in the fields of algebraic geometry and number theory.

Of course, this does not mean that no one in China studies the Riemann Hypothesis, but most of the papers published are concentrated in some unpopular journals.

If you are willing, if you read more, you will find that many people have proposed various new methods to solve various problems in the world.

It just didn’t cause any waves in the academic world at all.

Really, as long as you make good use of search engines, you will find that the so-called millennium problem has already been solved on the Huaxia Intranet alone.

It's just that the solution is a little more difficult.

For example, I used Tai Chi thinking to solve the smoothness and existence problems of the N-S equation, and I used the difference between quantized mass and classical mechanics mass as a breakthrough point to solve the mass gap hypothesis of Yang-Mills theory...

In short, as long as you are brave enough and confident enough, there is no problem in this world that cannot be proved.

As for why the rest of the world doesn't admit it? Obviously, those big guys who control academic resources are jealous.

Lu Yanxiang's mood at this moment was not jealous at all, just helpless.

He believed that if anyone else had submitted the application, just by looking at the question, it would have been rejected directly.

Well, actually it won’t be passed directly. After all, Mr. Yuan submitted it. Even if it is out of respect for the older generation of mathematicians, the process must be followed.

But this proves the Riemann Hypothesis... Lu Yanxiang finds it difficult to comment on the process. I feel that Yuan Tian is either causing internal strife or making things difficult for others.

The last time Qiao Yu applied for a project that failed to pass, Zhang Yuanling was laughed at for a long time. Everyone felt that if Qiao Yu applied again this year, it would definitely be a project related to the generalized modal axiom system.

That's easy, just give it a pass.

After all, the generalized modal axiom system has set off a wave of research in the world of mathematics and has become one of the most cutting-edge research directions.

But who would have thought that Qiao Yu would turn around and start working on the Riemann Hypothesis again!

Forget it about the Riemann Hypothesis. As long as the topic is not so big, for example, if it is changed to some small propositions around the Riemann Hypothesis, he will bear it and just give it up.

Read the error-free version in 69 Book Bar! 6=9+ Book_Bar publishes this novel.

But this is a complete proof of the Riemann Hypothesis. How should he evaluate this?
To be continued...