Ultra-Dimensional Technology Era

Among the dozen or so mathematicians present, they covered almost every field of today's mathematics. However, Huang Mingzhe was able to communicate with them evenly in the fields they were proficient in, and some of them understood even better than everyone else.

"Huang, now I believe you can prove Hodge's conjecture." It was the first time that Gerd Faltings, a serious Germanic old man, admired a person so much.

Others strongly agree that it is not scary to be proficient in one or two fields of mathematics, nor is it scary to know all fields of mathematics. The real scary thing is to be proficient in all fields of mathematics.

They feel sad for the mathematicians of this century, because Huang Mingzhe's light will be as bright as the sun, and the light of others will be overshadowed.

Huang Mingzhe smiled: "Hodge's conjecture is in the past, and the future is the most important thing."

"Haha, after I go back, I will let the young people work hard, otherwise there may be no roads in the future." Gerd Faltings joked.

Huang Mingzhe said with a smile: "The Planck Institute and the University of Göttingen are still very strong, and the light of Gauss is still shining on us."

Next came the business exchange session. A meal lasted from 11 o'clock in the evening to 30:[-] in the evening, and everyone left the meeting unsatisfied.

Although the meeting was adjourned, the affairs of Huang Mingzhe and Zhu Xiping were not over yet. Zhu Xiping needed to arrange tomorrow's mathematics meeting, such as arranging some mathematicians to give reports.

The highlight of tomorrow will naturally be Huang Mingzhe's one-hour report, and many people are here for Huang Mingzhe.

And Huang Mingzhe sorted it out in his mind, tomorrow's one-hour report is not just a simple report.

Those mathematicians who have doubts will inevitably ask questions on the spot. Huang Mingzhe is not afraid of them, but some people are too low-level to understand the ideas of the paper. It is these people that he needs to deal with.

As for Gerd Faltings and Andrew Wiles, after the exchange tonight, it is estimated that they will not find trouble tomorrow.

These big cows can understand, but those half buckets of water are not necessarily.

This is also one of the reasons why Mochizuki's new generation's theory has been so controversial. In addition, Mochizuki Shinichi doesn't like to explain to mediocre people. Anyway, whether you understand it or not is your business, so I just won't explain it.

But Huang Mingzhe can't do this, explaining is not a problem, unless you meet that kind of nonsense guy, otherwise it's better to explain clearly, just treat it as an on-site teaching!

After setting the alarm clock, he fell into a deep sleep.

Chapter 53 report meeting

7 month 24 day.

The ringing alarm clock woke Huang Mingzhe from his sleep.

After washing up, Wen Na had already prepared breakfast, and the two of them ate breakfast before heading to the venue of CUHK.

CUHK not only arranged the venue, but also invited students from the School of Foreign Languages ​​to act as volunteers to guide foreign mathematicians into the venue.

As soon as Huang Mingzhe arrived at the scene, thousands of people all stared at him. Everyone knew that this man was the protagonist of this meeting.

He was seated in the front row, the joint seat of CUHK and the Truth Society, next door to the Department of Mathematics of Fudan University and the Department of Mathematics of Peking University.

Young mathematicians such as Liu Ruochuan, Yun Zhiwei, Yuan Xinyi, Song Shichang, Xiao Liang, Xu Chenyang, and Zhang Wei, known as the golden generation of Peking University, also came to the scene today, and they watched Huang Mingzhe curiously.

Huang Mingzhe nodded to them with a smile. He has no grudges with Peking University, especially the younger generation. It is even better than the river water. Besides, there is no need for him to be hostile to Peking University at his height today.

After Zhu Xiping delivered a speech on behalf of the Mathematics Department of CUHK, the whole venue was put into a state of communication.

Of course, communication is not a swarm of communication. The venue will be divided into several fields, and everyone will enter the relevant communication area according to these areas they are good at.

Huang Mingzhe's one-hour report will be at two o'clock this afternoon, and the morning will be the process of initial communication and familiarization. The whole meeting will last for three days.

Randomly choose a communication area and enter it.

This is the area of ​​number theory, and Yun Zhiwei and Zhang Wei are also here. Of course, like other young mathematicians at home and abroad, they all come to attend lectures. It is the middle-aged and elderly mathematicians who are really communicating.

Listening to Daniel who was talking loudly, Huang Mingzhe nodded from time to time.

"Can I ask you a question?" Yun Zhiwei leaned over and asked.

"no problem."

Yun Zhiwei asked: "For complex manifolds, there are not enough holomorphic differentials to calculate cohomology. However, using the so-called d""-Pengeler's lemma, for parts of complex manifolds, the holomorphic differential is What satisfies the requirement is the constant bundle C and "analytical Dirham complex..."

After listening to his question, Huang Mingzhe smiled and said:

"A central goal of number theory is to understand the absolute Galois group G of the rational numbers field. To this end, a major avenue is the study of continuous representations of G, of which an important type is those representations over p-adic fields. Because G Topologically generated by decomposing the group G_l, where l is a prime number, it is sufficient to focus on the continuous p-adic representations of these simple groups. For l not equal to p, these representations are roughly understood because Continuity dramatically limits the types of representations. But for l = p, the situation is more subtle and interesting. The purpose of p-adic Hodge theory is to classify and study p-adic representations of G_p, and this goal is p-adic Hodge..."

The two asked and answered, and Zhang Wei on the side also asked questions from time to time.

"Are you studying the relationship between number theory and algebraic geometry?" Huang Mingzhe asked suddenly.

Yun Zhiwei was taken aback for a moment, then nodded, "Zhang Wei and I are indeed researching this."

"Your number theory at Peking University is still good. I have read related books at your school before. With your current level, you will gain something if you persist." Huang Mingzhe said.

The two felt helpless in their hearts, if only it was that easy.

Andrews from Moscow University stepped in, and he and Huang Mingzhe discussed geometric number theory, a field pioneered by their Moscow School.

As a result, Andrews, who was full of confidence, was directly crushed by Huang Mingzhe.

The biggest blow to a man is to beat him at what he does best.

"Professor Andrews, do you know why I didn't cite Masson's paper?"

Andrews was confused.

"I suggest you look at line 17 on page 6 of that paper, the deformation of the trigonometric formula, and I will leave first." After speaking, Huang Mingzhe left the number theory area.

This is because Huang Mingzhe's strength is really too scary. Zhang Wei and Yun Zhiwei looked at each other.

And Andrews, who was confused, took out his laptop, logged in to the paper website, called up the paper, and turned directly to page 17.

After seeing line 6, he didn't feel that there was a problem with the trigonometric formula.

Zhang Wei and Yun Zhiwei also took a look at the paper, and the keen Yun Zhiwei frowned immediately: "Professor Andrews, can you show me?"

"Uh...no problem."

Yun Zhiwei looked through the paper carefully, and after a while, he combined the derivation process of the context, and found a reason that was wrong.

"There is a slight deviation in the variables of the function set."

"Variable deviation" Andrews quickly and carefully calculated some parameters, and indeed a very inconspicuous number was confused.

Not to mention a few mistakes in mathematics, even a deviation of one part in a trillion will make a world of difference.

"What a keen observation." Andrews exclaimed.

"No, there is still a very strong memory." Yun Zhiwei was also very surprised, and he felt the gap deeply again.

This paper has only been cited 19 times on the paper website, and it is a very unpopular small field. It is impossible for Huang Mingzhe to study this paper specifically, and it is very likely that he just glanced at it.