"Suppose A is an arbitrary subset of the density on the direct phase, so limN→∞π(N)... This theorem is Semerdy's theorem."
"It has been mentioned many times in my report."
"And in my next narration, I will also focus on the application of this theorem."
"First of all, we can easily come to the conclusion that almost all positive integers N satisfy the law..."
【Col(N)<f(N)……】
Li Mu's report began, and all the audience members followed his train of thought and began to think.
The mathematical abilities of the vast majority of the audience here are not comparable to those of ordinary students.
Not to mention, more than half of them can be called mathematicians.
Those who can come to the joint mathematics conference must first understand mathematics, either be a mathematics major, or they must find a way to prove their identity as a mathematics enthusiast.
As a result, there were basically not many people distracted. Even the audience sitting in the aisle listened attentively to Li Mu's report.
Time passed by minute by minute.
In the audience seat at the back, Lin Yao was also here. After all, as Li Mu's teacher, of course he could not miss his student's report.
Looking at Li Mu on the stage, he was filled with wonder.
Before, he always thought that the report Li Mu planned to publish was about the Adama conjecture, so he never asked about the specific content of the report. At most, he only reminded Li Mu to submit the report to the authorities in advance.
It wasn't until the meeting was about to start that he went to the official website to check the specific information of Li Mu's report. Only then did he realize that this guy was actually going to talk about the hail conjecture.
He was extremely surprised, especially when he saw that Li Mu's report had already studied this conjecture to such an in-depth level.
The hail conjecture is obviously the most uniquely charming of all mathematical problems.
Because even compared to Goldbach's conjecture, the statement of the hailstone conjecture is much easier to understand.
It is this combination of extremely simple problems and extremely difficult proofs that fascinates the mathematics community.
However, Lin Yao didn't know when Li Mu started researching the hail conjecture.
It can only be said that as a teacher who has watched Li Mu develop from an ordinary student to where he is today, he feels that he can no longer keep up with Li Mu's level.
With a slight emotion in his heart, he looked at the famous mathematicians sitting in the front row. As Li Mu's teacher, he was too embarrassed to sit in the front just now.
This is the influence of the hail conjecture.
It's much bigger than Adama guessed.
…
Compared to Lin Yao's sigh, what others around him marveled at was Li Mu's rigor in his narration.
Mathematicians like this kind of rigor.
Because rigor is the characteristic of mathematics.
In the third row, several professors from Princeton University sat together, looking at Li Mu with admiration and admiration in their eyes.
Professor Peter Sarnak couldn't help but praise: "This speech is really great. It is really rare for such a young man to have such flawless logic."
Deligne also nodded slightly and said with a smile: "Just like his previous paper."
"yes."
Peter Sarnak nodded.
"Is that the paper proving the Adamard conjecture?"
asked another old mathematician next to him.
This old mathematician is Enrico Pombieri, who is also a Fields Medal winner and a lifelong researcher at the Institute for Advanced Study in Princeton, together with Deligne.
Anyway, there were quite a few Fields Medal winners who came to attend Li Mu’s report.
"Yes." Deligne nodded: "You should have read that paper."
"Well, you also told me at the beginning." Pangbieli nodded, and then sighed: "I remember that the paper was also well written, with a rigorous structure and clear narrative. This young man can indeed be called a He is a genius mathematician."
Deligne and Sanak both smiled slightly.
After all, Li Mu had already received unanimous approval from both of them in that paper.
Suddenly, at this moment, another person's voice came from the side: "Speaking of which, have you noticed that what he is talking about now seems to be more different than what he said in his report?"
The three of them turned to look at the speaker.
Andrew Wiles, the prover of Fermat's Last Theorem.
His proof of Fermat's Last Theorem made the Fields Medal, which had always been awarded only to mathematicians under the age of 40, make an exception for him.
The 44-year-old was awarded a Fields Special Medal in recognition of his proof of Fermat's Last Theorem.
The influence of Fermat's Last Theorem in the mathematical world is really great. It proves him and also shows that Wiles' mathematical ability is enough to rank among the top in the world.
Therefore, his words also aroused doubts in Deligne and the others.
"A few more different places?"
They stopped their previous exclamations and turned their attention to Li Mu's speech.
Gradually, they did discover that there was something different in Li Mu's content that was different from the original text of the report.
Before the report, they were all given a paper version of Li Mu's report, which was intended to help them, the audience, take notes or look for problems.
Now when they compared it, they found that the content Li Muxin added seemed to point to a deeper level.
Deligne's brows condensed, and his mathematical intuition made it clear to him that the content added by Li Muxin was definitely paving the way for a certain conclusion later.
Which conclusion will it be?
Suddenly there was a guess in his mind.
"Yes! These new contents he added, could it be that..." Sanak next to him already showed a surprised look at this time.
"Shh! Let's not speculate anymore. Let's wait for Li Mu to reveal the answer for us."
Deligne's eyes were fixed on Li Mu on the podium, "Perhaps, today's mathematics will really lead to a perfect Valentine's Day."
Everyone else said no more and listened quietly to Li Mu's speech.
Deligne and others were not the only ones to discover this. Terence Tao, Faltings and other well-known mathematicians had also discovered the discrepancy between Li Mu's speech and the original text of the report.
And these new contents added by Li Mu, when combined with the original text, seem... no, they should obviously point to the last remaining problem in the original text of the report.
"It's getting interesting."
Faltins sat up straighter and became interested.
Terence Tao also had the same reaction: "It seems that the prover of the hail conjecture has nothing to do with me."
…
Li Mu's narration gradually came to the end of the original report.
He turned his head and looked at the audience with a smile.
"This is the end of my report."
Just when Deligne and the others were stunned, he smiled again: "And next, is my real Valentine's Day gift to mathematics."
Turning around, he picked up the pen and started writing on the blackboard in the conference room.
[P(v[1, k]=(j, l))《……]
Several new styles in succession seem to part the clouds and mist, revealing the truth.
Off the court, great mathematicians such as Terence Tao, Faltings, Deligne, etc. all had exclamations on their faces.
A perfect Valentine's Day gift is born.
(End of chapter)
