Scholar’s Advanced Technological System

The white face's pretty face gradually rose to red, squatting into the w-shaped mouth, and Vera's face appeared a stern reluctance, asked in dissatisfaction.

"why?"

If it is because of a problem in the calculation process, she is pointed out that she is wrong, but she is unreasonable to directly deny her own proof of ideas, and she is unacceptable.

Even if it is his most respected mentor.

At first glance, I saw the thoughts in Vera's heart. Lu Zhou sighed softly and explained to her patiently.

"The curve re(s)=1-c/ln[|im(s)|+2] is infinitely close to re(s)=1 when im(s)→∞, if you use group construction, anyway This conclusion cannot be avoided. Therefore, if we want to pass the critical band method, we must find another way. The reason why I have not considered the group structure method when I prove the value of e, but the algebraic geometry method is because of this."

No one knows the group structure better than Lu Zhou himself, guessing the Goldbach conjecture from the twin prime numbers.

In particular, we see that Delière proves that "all zeros of the ζ function of the d-dimensional algebraic cluster over the finite field are located on the complex plane re(s) = 1/2, 3/2,..., (2d-1 When the line is /2, the mapping of the homology group and the Fourier transform are introduced. The first consideration of Lu Zhou is the group construction method.

However, things are not so smooth.

When he introduced the theory of group theory into the study of the Riemann zeta function, he quickly discovered that this road was simply unworkable.

Looking at the face, the girl became red, Lu Zhou continued.

"The study of the critical band problem is analytic number theory, but the large probability is a complex analysis problem. Compared with the theory of group structure introduced into the Riemann zeta function, the method of considering algebraic geometry may be more It is appropriate. I recommend that you read the algebraic proof of Groentendik's riemann-roch theorem, which should give you a lot of inspiration."

The mist on the coffee cup slowly rose, and the little girl staring at the keyboard did not speak.

After a while, she raised her head and looked at the boat at the end of the screen.

"I still think that my thinking is correct."

"The curve re(s)=1-c/ln[|im(s)|+2] is infinitely close to re(s)=1 when im(s)→∞ is not the introduction of group structure to Lebanon. The necessary conditions for the man zeta function, I will prove it to you!"

Looking at the firm expression on Vera's face, Lu Zhou thought for a while, and suddenly smiled and said.

"Although I am more optimistic about another way to solve the problem, it seems that you also have your own ideas. If you believe that you can do it, then try to continue in this direction. Maybe you are right. No, we can meet at the finish line."

Vera nodded.

"Well! I won't let... cough!"

Just halfway through the words, the little girl suddenly covered her mouth and coughed twice.

Looking at Vera, who was sitting back in the chair, Lu Zhou gave a slight sigh and asked.

"……what happened to you?"

Breathing a little, Vera looked up, and the white, unnatural face showed some reluctant smile, whispered.

"It's okay...just the weather has changed a bit recently, maybe it's a little cold."

Lu Zhou: "... pay more attention to the body. In the past, your physical condition was not so good. If you are cold, wear more clothes. If you feel uncomfortable, drink plenty of hot water."

I don't know if it was because of concern, or because of a cold, Vera nodded red.

"Thank you."

The topic was a bit abruptly interrupted.

The two men fell silent together.

It seems that they have left the common topic of mathematics, and neither of them knows how to continue this conversation.

Just as Lu Zhou wondered if today’s call was coming here, Vera suddenly opened her mouth and took the initiative to open it.

"That one……"

Lu Zhou: "What's wrong?"

Gently biting her lip, Vera raised her head and looked at Lu Zhou with a firm look.

"Agreement, I still remember."

"So, I will work hard!"

Lu Zhou stunned a little.

Just when he was about to say something, the phone had been hung up.

Looking at the dark video window, Lu Zhou sitting in front of the computer was silent for a while.

At this time, a bunch of pop-up windows popped up in the lower right corner of the desktop.

Xiao Ai: [Master, do I need to reconnect my video call? (.)

About half a minute later, Lu Zhou smiled and shook his head.

"No, I don't know what to say if I reconnect."

Xiao Ai: [OK~0.0]

Lu Zhou: "...you said that you still have this ability, and the video calls that are hung up can be connected?"

Xiao Ai: [Is this difficult for Xiao Ai? ()

Lu Zhou: "...the same is true."

He almost forgot, this guy had once hacked into a government system in a European country, using the system's loopholes to falsify his identity and help him sneak a machine that was listed on the lock-up list.

Even this kind of operation can be done, black into a personal computer along the network cable, for it, I am afraid that even small things can not be counted.

......

The problem of quasi-Riemann conjecture has been solved, even if the value of e is infinitely small, but for the silent proof of the century, this is the door to open the new world.

There is only one problem left now, and that is how to push the value of e to 1/2.

These days, Lu Zhou, who ended the retreat, basically took out at least four hours a day in the library of Jinling University to prepare for the final difficulty.

Although Jinda’s library is not as strong as Princeton’s meteorite library, it can even access the original manuscripts of some well-known scholars. But in general, in this library, the books he wants to find can be found.

As for those who don't have it, as long as he is listed on the book list, the library will definitely find a way to help him get it, and add it to the library's bookshelf.

Speaking of this, there was an episode.

Just as he sat in the library and delved into the question about the Riemann zeta function, someone sneaked a photo of him sitting at the desk full of books and sent it to a circle of friends.

Later, I turned around and somehow, this photo appeared in a soft chicken soup that was popular in the circle of college friends.

In fact, Lu Zhou does not mind that others take themselves as positive examples, to educate others to learn to go up every day, but the only thing that makes him a little uncomfortable is that the soft circle of friends in the circle used "live to learn old" Sentences...

What kind of ghosts do you ever learn to live?

He hasn't reached thirty yet!

How old is it?

I am so angry!

It is worth mentioning that when Lu Zhou studied how to extend the conclusion of the Quasi-Riemann conjecture to the Riemann conjecture, he waited for a week, Professor Faltins, director of the Max Planck Institute for Mathematics, Finally accepted the review of the "Year of Mathematics" review.

With the confirmation of the reviewer, Lu Zhou’s paper finally officially entered the peer review process.

The next step is a long wait.

According to the difficulty of this Riemann conjecture, and the thickness of the 40-page paper, the point of view of the music review would have to wait until the results of the review, it must be December.

Because of this matter about the quasi-Riemann conjecture, the entire mathematics community has been arguing.

Even on the campus of Jinling University, Lu Zhou occasionally heard people talking about the sound of this matter.

However, for how others talk about it, Lu Zhou is not too concerned. He now puts all his attention on the value of e.

In this way, November gradually came to an end.

At this time, there was a major event in the international community that had nothing to do with the mathematics community, and the extent of its sensation far exceeded that of the Riemann conjecture.

After a half-year construction, the first phase of the lunar research facility was finally built under the unremitting efforts of the Lunar Track Construction Committee and countless aerospace companies!