With Tao Zhexuan's post issued, it immediately attracted many netizens to reply.

After all, as the first Fields Medal winner to comment on the internalization space of external forces proposed by Li Mu in this report, his comment is naturally quite authoritative.

Especially for him, a great mathematician who "knows a little bit about everything".

So, under this post, netizens from all walks of life rushed to reply.

Also with Tao Zhexuan, a mathematics professor from the University of California, Los Angeles, McKinley was the first to give a reply: [Even buy Ka, Tao, have you already finished reading it? ] How powerful is this new space? I'll go see it now. 】

而来自普林斯顿大学的一位数学教授也给出了回复：【我就是研究这一方面的，我不得不说的是，陶的评论十分的中肯，这个新的空间，对几何的研究都有着十分有意义的作用，尽管在论文中，李只要提出的作用是在物理学方面的运用，将外力内化为空间自身的性质，但实际上，任何外在因素都可以用进去，所以从这一方面来说， I think the name of this space is called exogenous internalized space would be more accurate.

At the same time, as Tao said, this space is very important for the study of the Neville-Stokes equation, at least for the direct numerical simulation of DNS, which should be of great help to make the results of the direct numerical simulation more accurate.

其他的作用仍然需要一定的研究，不过我想，这个新的空间，对于流体力学的研究来说，将会是一次福音。 】

……

随着一位位数学教授们的现身说法，甚至还出现了另外几位菲尔兹奖得主的评论，这一下来，几乎是半个数学界都要知道这个外力源内化空间有多么巨大的作用了。

There are many people who study geometry, or in other words, the study of mathematics must study geometry, after all, there are only two branches of mathematics, that is, algebra and geometry, so the status of geometry in mathematics is naturally needless to say.

就像是数学界最古老也最经典的一本巨作，就叫《几何原本》。

The study of geometry must be the study of space, and Euclidean space, non-Euclidean space, Minkowski space, etc., all belong to it, and these spaces have their own functions.

Euclidean space is the skeleton of nature, and nature is in the framework of Euclidean space, while non-Euclidean space mainly studies Roche space and Riemann space, which is a kind of mathematically abstract space, which can help mathematicians solve some problems in mathematics, while Minkowski space is specially prepared for the study of relativity, which can be said to be born specifically for the study of relativity.

Now, this space of Li Mu also has its special role, which can reduce the complexity of fluid research and analysis, and help mathematicians analyze the properties and motion laws of fluids from a more convenient perspective.

In this way, three months before the official start of the International Congress of Mathematicians, Li Mu's report has already aroused discussion in the entire mathematical community.

And at this time, there is a problem that has attracted the common attention of the mathematical community.

[Why did Li Mu suddenly study fluids? 】

As we all know, as long as Li Mu studies something, it must be a big one.

Something like Lee's Space is purely instrumental, and it basically serves the big one he wants to build.

So now, what is Li Mu going to study?

At this time, as Li Mu's mentor and now a colleague, Andrew Wiles was asked about this by many people.

Faced with these questions, Andrew Wiles often gives a mysterious answer.

"Li Mu's research is never aimless, and all his work is often carried out for a certain truth."

If others feel that his answer to this sentence is too unclear and continue to ask, he will give a second sentence.

"On this issue, I can only say that I understand everything, and I can't say too much if I don't understand, so I understand everything I understand."

For Wiles's reply, people naturally hate itchy.

But no matter what, it also made everyone very curious about Li Mu's research.

Could it be that he really wants to make a big wave?

In this way, the topic of "what is Li Mu studying" has become a hot topic of discussion in the mathematics community for a while.

Of course, since it has to do with fluids, in the end, everyone's guesses will point directly to the ultimate problem of fluid mechanics, the Neville-Stokes equation.

……

"The proof of the hail conjecture tells us that seemingly simple laws also have complex principles."

"The proof of the twin prime conjecture tells us that a seemingly irregular distribution can eventually be mathematically found to be the rules for its existence."

"The proof of Goldbach's conjecture tells us that there is no pearl in mathematics that cannot be plucked, and that our mathematics can only be endless."

Li Mu told us that there is no unsolvable problem in mathematics, and if there is, it means that our research is not deep enough, and the angle of thinking is not broad enough. ”

It's June.

Jerusalem, on the rostrum of a grand ceremony.

James Wolff, President of the Wolf Foundation, stood on top and loudly announced the award speech.

The award ceremony for the Wolf Prize began on this day.

The ornate hall, next to which the Philharmonic Orchestra plays beautiful classical music, brings the atmosphere to the moment of focus.

Whole word, high class.

Of course, when science was born, people who could study science were basically considered to be among the upper class, so this is also considered tradition.

And now it is the Wolf Prize in Mathematics.

"Like a miracle, Professor Li Mu suddenly rose in the academic world, and successively solved all kinds of problems that the academic community has not understood and solved, which makes us all amazed, genius is always incomprehensible."

"The Wolf Prize in Mathematics is honored to be recognized by scholars in the field of mathematics as one of the most important awards in the field of mathematics, and such an award should be awarded to a master of mathematics like Li Mu who has added luster to the entire mathematical community."

"So, I declare that this year's winner of the Wolf Prize in Mathematics is—"

"Li Mu!"

詹姆斯·沃尔夫面露笑容，手中也鼓起了热烈的掌声。

Of course, at the same time, everyone in the audience applauded in unison, cheering for this moment.

In the face of an achievement that would make all mathematicians despair, no one can stand up and question the legitimacy of this laureate.

Under the stage, Li Mu, who was sitting at the front table, stood up with a smile on his face, and he nodded and smiled back at the various glances and congratulations around him: "Thank you, thank you." ”

Then, dressed in a formal suit, he stood upright and walked onto the rostrum.

"Congratulations, dear Lee."

James Wolf smiled and stretched out his hand to Li Mu and congratulated.

"I'm also grateful to the Wolf Foundation for recognizing my past achievements."

Li Mu shook hands with the chairman of the Wolf Foundation and said with a smile.

James shook his head again and again and said: "No, no, no, you are humble, it is masters like you who have brought the Wolf Prize its current status in the academic world, and we also want to thank you for constantly bringing human wisdom to higher heights." ”

"Okay, in that case, I don't think we need to say any more, let's officially start the awards."

James said, then he turned his head to look at the certificate in the tray of Miss Manners next to him.

The prize of the Wolf Prize is a certificate and a prize of $100,000, which is the key to the award's fame among the major awards.

James picked up the certificate, and then handed it to Li Mu.

"Congratulations on becoming another winner of our Wolf Prize in Mathematics, and I hope this honor can help you create more brilliance in your scientific career."

(End of chapter)