Scholar’s Advanced Technological System

With the determination to use the NS side as part of the report at the International Congress of Mathematicians, there is no time to waste for the Ark.

It's early April, and if he wants to catch up with the conference in early August, he'll have to write a paper on the NS equation at least in early July.

In other words, there are only three months left for him to finish the game.

In this case, liver explosion seems to be the only option…

The calendar was turned over page by page, and in this intense research effort, the time soon reached June.

As we approach the General Assembly, the International Union of Mathematicians has sent more than one e-mail reminding the Ark that it should update its official website and mark the content of its presentation.

In accordance with established practice, participants are required to register the contents of the report before the start of the meeting and to upload the full text of the meeting within the prescribed deadline.

Early in June, the Ark finally remembered the incident and logged into the account of the International Union of Mathematicians, updated its information on the official website of the International Conference of Mathematicians and the theme of the briefing.

Relevant information has been registered by many six months in advance, and the delay in registering the contents of the report until June can be said to be quite rare.

In particular, the hourly debriefing is naturally of particular interest, as the content of the reports is usually relatively important and the reporter is also an internationally renowned scholar.

A few months ago, at major mathematics forums, we talked about what exactly this Princeton professor Lu was working on.

So many of our colleagues in the field don't forget to log on to the official website every morning to refresh the news bulletin page in order to be able to see the topic of the one-hour debriefing on the Ark in the first place.

In fact, the one-hour report on the Ark's registration on the official website does respond to the expectations of all.

When the subject of the presentation was the NS equation, the entire mathematical community boiled down...

This led to a discussion at a prestigious mathematics forum in Europe.

Existence and smoothness of 3D uncompressible NS equation solution? How is that possible?!

[Is this the first person who claims to have solved the NS equation problem?

[I can't count...]

[Was the last time a Kazakh scholar, this time a Chinese scholar, a third-world scholar so enthusiastic about Klei Institute's $1 million?

[Let's wait for him to release the paper, before he sees the paper, everything is hard to say, what if he really solves that millennium problem? Just like he solved Goldbach's guess.

[It's impossible! NS equations and Goldbach speculation are two completely different questions! One is the differential equation, the other is the mathematical theory! No matter how talented he is, he can't be at the top of the line in two completely different fields!

The controversy on the internet is unusually intense.

The unexpected surprise was also of considerable concern not only to the netizens who had spoken at the Forum, but also to a number of eminent academics.

And naturally, there's no shortage of TAOs.

In fact, as early as' 07, his personal blog has been continuously updating a lot about the NS equation, and many papers have been published.

In his latest issue of the blog, Tao Zhexuan, keen to comment on the hot events in mathematics, also wrote a blog post, as everyone expected, expressing his views on the matter.

[… it is difficult for me to give a specific view of whether he can solve this problem before seeing a specific paper. However, according to my knowledge of him, he is passionate about adventure, but will not do anything that is completely uncertain.

[Also, about two months ago, I took note of his latest research in the Mathematical Yearbook. As many of you should know, that paper proposes a very novel differential fluid, the L-flow.

[Regarding the specific utility of the L-flow, I was also a fog water at first. Until I studied it in depth, it could become a bridge between the communication topology and the bias differential equation.

[Undoubtedly, this is an interesting differential geometry tool, and since then I've had a hunch that it might be the key to solving the NS equation.

Relevant discussions are not just focused on the Internet.

Just in the second week of updating the profile on the Ark and choosing the NS equation as the subject of the report, a silver flight crossed the Atlantic Ocean from Europe to North America.

Outside New York International Airport, Leon dragged his suitcase off the plane and had a warm hug with his old friend Feverman.

“Long time no see, my old friend. ”

“Long time no see!” Shot my old friend on the shoulder, Professor Feverman let him go and said with a smile, “What brings you here? ”

Standing in front of Feverman is Leon, a professor of high school in Paris. As a '94 Fields Prize winner, his research has made an outstanding contribution to the field of non-linear bias differential equations and Boltzmann equations.

The NS equation has been one of the research topics followed by Leon. Although he had not personally undertaken relevant research, he had been following the progress of research in that regard.

As soon as he saw the Ark choosing the NS equation as the subject of the report, he flew from Paris to Princeton to visit an old friend of mine who was the director of the Department of Mathematics at Princeton University.

“... the monsoon across the Atlantic, or curiosity in my mind," put the suitcase in the trunk and Leon, who just sat in the co-pilot's seat belt, couldn't wait to ask, “Have you really studied the NS equation? ”

When he heard the question, Professor Feverman with the steering wheel stunned slightly.

Silent for a while, he shook his head.

“… sorry, I don't know. ”

It's Leon's turn to stand still.

I just saw his face unbelievable and kept asking.

“Don't you know? Didn't you guys study the subject together? ”

“That's right," started the car, Professor Feverman made a helpless expression, “We did cooperate on the subject of the NS equation, but about two months ago, we were splitting up on the idea of solving the problem, and now we're working on it...”

So far, he's still trying to prove it in the abstract.

He was not sure exactly where the ship was going.

Leon: “…”

It is studied separately from two different lines of thought.

This way of cooperating, only geniuses play.

After a moment of silence, Leon continued: "Will you take me to the Professor of Landing? I want to talk to him in person. ”

Feverman shook his head: “I'm afraid not. ”

Leon: “Why? ”

Fefferman sighed: "He likes to keep himself locked in the house when he drills, and once he enters this state, I'm afraid no one will be able to knock on his door unless his research makes satisfactory progress or an earthquake or something. ”

To be honest, Feverman even suspected that an earthquake would not be possible.

Lyon's face was full of surprises: "This… is incredible. ”

Feverman smiled and shook his head: “At first I was as surprised as you were, after all, it was the twenty-first century. In addition to Perelman, there are people who actually study mathematics in the same way. And even Perelman just reduces travel, not completely blocking information like him. But now I'm used to it. ”

The professor hesitated: "He belongs to the kind of scholar... who is more isolated? ”

Professor Feverman waved, “That's not true. It's still a pleasure to be with him. And as for his unique way of studying, it was kind of an interesting story in Princeton. And it was only later that I heard about it from students in China, who are said to be very common in this way of research. ”

Leon immediately asked, “What kind of research? ”

Feverman rarely had a serious look on his face, and a serious one said: “They call it ‘closed’ … the word seems to be spelled this way. ”