"Editor, what's the matter?" Austin asked carelessly.
Powell handed a brief summary of the paper and response letters from the three reviewers of Gerd Faltings to the three Austins.
What is the thesis in brief
As I watched, my expressions became more and more colorful.
"Oh my God!"
"Someone actually proved the Hodge conjecture!"
"It's Huang Mingzhe again..."
After a while, Powell said slowly: "Faltings, Pierre, and Qiu have agreed with Huang Mingzhe's proof. I have decided to supplement this paper. What are your opinions?"
"Must be supplemented." Austin shouted excitedly.
"I agree to the supplement."
"If this kind of achievement is not worthy of our supplementary publication, then what else is worthy of this world?"
Powell quickly ordered the magazine to take action to format Huang Mingzhe's paper and prepare the journal for printing.
…
CUHK Truth Society.
Huang Mingzhe received the approval and supplementary reply letter from the Annual Journal of Mathematics. At the same time, the other party also agreed to publish the Chinese version of "Finite Element Inverse Analysis - Geometric Algebraic Cluster Groups and Chaotic Topological Fuzzy Cluster Groups" on the Science Home website on June 7.
The Chinese version of the paper has already been prepared.
And he also officially received his undergraduate diploma from CUHK and officially became a doctoral candidate.
He can be said to be the fastest person to graduate a bachelor's degree in China, and he is expected to be the fastest to graduate a doctoral degree in the future.
"President, I would like to ask some questions about functions." Wang Lei asked with a lot of information.
"Say." Huang Mingzhe raised his head.
Wang Lei's talent lies in functions. He is already preparing for his thesis, and Huang Mingzhe gave him a very suitable topic.
The two discussed it for about ten minutes, and Wang Lei had never felt that he was so close to the truth.
“Thank you very much for the president’s guidance.”
"Wisdom requires perseverance. Don't waste your talents." Huang Mingzhe said with a smile.
Wang Lei left with excitement, and other people also came to ask questions because Huang Mingzhe usually only gave about an hour a day for everyone to come and ask questions.
Under his careful cultivation, the young mathematicians of the Truth Society grew up rapidly, but geniuses were also divided into three, six, and nine grades. For example, Yiming from Zhejiang University and Lin Feng from Sichuan University, the rate of progress was simply frightening.
Geniuses sometimes just can't use common sense to judge. Once they find the right direction, they will rocket like a rocket.
After answering some questions for everyone, Huang Mingzhe stood up and stretched. It was almost the time for the college entrance examination to come again.
The sun in June has become scorching hot, and the gentle breeze is also mixed with a trace of heat waves.
Suddenly a cold cup was placed in his hand, and he turned around and it turned out to be Wen Na.
A cup of iced sour plum soup.
"Are you busy studying?"
While putting some cookies and pastries in the refrigerator, Wen Na replied: "It's quite busy to be busy."
The two chatted, and he was also enjoying this moment of leisure.
Huang Mingzhe has been too busy recently, especially since the Truth Society has recruited a new group of elite students from the School of Science, which has increased Huang Mingzhe's burden.
Fortunately, as the secretary-general, Wen Na helped him handle most of the daily affairs, otherwise he would be very busy just with these daily affairs.
Time passes day by day.
Before we knew it, June 7th came.
Universities, mathematical research institutions, mathematical societies and other related organizations around the world have received a shocking journal.
…
Peter Schulz, who returned to the University of Bonn, was very depressed. The project he had been working on for more than half a year had now been proven.
Although it was unbelievable, he still agreed with Gerd Faltings' level, but Schulz was very curious about who proved the Hodge conjecture.
To get a closer look, he has been asking the staff responsible for signing magazines in recent days.
"Mr. Masaka, what magazines are coming today?" Schulz asked as usual.
The old Mediterranean man who was reading the newspaper raised his glasses: "Little Peter, I think you are waiting for it."
Masaka pointed to the dozen journals that had just been delivered on the table, the packaging bags on which had not yet been removed.
Schultz stepped forward quickly.
"Annals of Mathematics"
"Yes, there may be very big results. The Annual Journal of Mathematics has been supplemented again. I have never seen the Annual Journal of Mathematics supplemented twice in a row in my life."
Schulz picked up the paper knife and carefully opened the packaging bag. There were twelve mathematics annuals inside, and he picked up one of them.
It’s still that simple cover.
[Finite element inverse analysis—Geometric algebraic cluster group and chaotic topological fuzzy cluster group]
[Author: Huang Mingzhe, reviewers: Gerd Faltings, Pierre René Deligne, Qiu Chengtong]
There are 12 formulas below displayed on the cover.
He was stunned, and Schulz was stunned.
"It's incredible that it's him."
He quickly looked through it carefully. He sat there and read it all morning, still immersed in it.
"Little Peter, aren't you going to eat?" Masaka reminded him as he looked at his watch.
"Oh..." Schulz finally woke up at this time: "It's already noon."
"What do you think?" Masaka pointed helplessly at the clock on the wall.
The remaining eleven mathematical annuals had already been taken away, but Schulz did not notice it. It can only be said that he was too obsessed.
…
Princeton University.
As one of the holy places of mathematics where great minds gather, they were also shocked when the Annual Journal of Mathematics came out.
Edward Witten came to Pierre Deligne with his paper: "Pierre, has he really proved it?"
"Yes, the Hodge closed chain cannot be established in the case of infinite numbers; but Huang Mingzhe very cleverly used a finite element concept to make the Hodge closed chain always accurate, that is to say, within the limits of our observations and calculations
, the Hodge closed chain is always established." Pierre Deligne explained.
"So that's it. This is a theory that can continue to develop with the progress of mankind." Edward Witten, as a master in the fields of physics and mathematics, naturally knows the mystery.
Human beings currently have no way to measure the maximum and minimum values of the macrocosm and microcosm in the universe.
Who can guarantee that there are no smaller particles underneath quark particles? Who can guarantee that there is no universe outside the universe?
No one can measure the minimum and maximum values.
In this way, the Hodge closed chain must not be established in the macroscopic universe and the microscopic universe, and the part where it is true is the limit of human observation.
"I didn't expect that the most difficult Hodge conjecture would be solved first," Pierre Deligne lamented.
…
Department of Mathematics, Fudan University.
"Good news, great news!" a student from the mathematics department yelled as he ran.
Su Qingzhu quickly stopped the student: "Why are you so excited?"
"Professor Su, the Hodge conjecture has been proven."
"What?" Su Qingzhu froze in surprise.
"Huang Mingzhe of CUHK proved the Hodge conjecture, the Annual Journal of Mathematics has been supplemented again, and the Chinese version of the paper from Science Home has also come out." The student said excitedly.
"How can it be"
"How did he do it?"
"Really, I just went to the website of the Annual Review of Mathematics, and they have released a supplement."
The students and teachers around him went from disbelief to doubt, and finally started talking about it.
The whole world was ignited by this topic, and the ignorant people could only stare, while the mathematicians began to find fault.
Even if it is the manuscript reviewed by Gerd Faltings and Qiu Chengtong, others will not completely believe it. It is no joke that colleagues are enemies.
When Andrew Wiles proved Fermat's Last Theorem, he was also constantly found fault with by mathematicians around the world.
This is a very normal situation. Firstly, this kind of finding faults can avoid errors in the paper; secondly, with this century-level achievement, no one is willing to see errors occur, because a wrong theory can lead countless people astray.