I just want to be a quiet scholar

Chapter 299 International Congress of Mathematicians

Chapter 299 International Congress of Mathematicians

"Maybe assuming that this point belongs to the set {ξ function is not obviously zero point}, according to the principle of 'Shen's twin matching method', then naturally the overall product value of this group must be 0..."

"Since s has traversed to the two zero points of the k-th twin group, then I and II are contradictory... Academician Lin's logic is here, and it is difficult to be self-consistent."

"That is to say, x is equal to βk, γ=γk, and x=1-βk, γ=-γk. These two situations are difficult to rewrite into the form of ordinary equations. The third expression of RT has not been proved..."

"I haven't proved it... Hehe, hehehe, I know, I understand, I can prove it!"

Click!

A fork-shaped lightning pierced the night sky!
Borrowing the dazzling light of lightning, Shen Qi wrote a formula on the draft paper:
ζ(s)=∑(0≤n≤T*-a)(n+a)^-1/2-it+O((T*)^1/2(1+t)^-1),0≤t≤T
After writing this formula, Shen Qi opened the window and yelled at the night and the lightning: "I am Shen Qi, I have proved the third expression of RT! Man can overcome the sky, the sky is big, and the earth is big, only me..."

Click!

Click!
Chain Lightning!

Shen Qi quickly closed the window and wiped the rainwater off his face.

It took him 20 minutes to find a solution to the problem that had troubled Shen Qi for more than half a year on a night of lightning and thunder.

In the next few days, Shen Qi continued to improve his paper on "The Third Expression of RT".

After several revisions, Shen Qi condensed the report paper "The Third Expression of RT" to 52 pages, of which 44 pages were the labor results of Ouye, Mary, and Jonas. Shen Qi summarized, sorted out, and integrated them to form a report. Joint manuscript.

There are only 8 pages, and it is Shen Qi's exclusive masterpiece.

The history is very wonderful. In 1859, the paper that Riemann proposed the Riemann conjecture was only 8 pages.

After making all preparations, Shen Qi and his team took an international flight from New York to Brasilia, the capital of Brazil.

The names of the authors on the front page of "RT Third Expression" are: Shen Qi, Ouye, Mary Schmidt, Jonas Carr.

In the conclusion of the paper, the authors thank Faltings, Linden-Strauss, Muller, Gong Changwei and other authoritative experts for their technical support.

The eight members of the team went out and arrived in Brasilia in late October.

The current International Congress of Mathematicians was held in Brasilia and lasted for 9 days. The first 8 days were academic reports, and four Fields Medals were awarded on the last day.

In Brasilia, the four talented scholars from the School of Mathematics of Yanda University successfully met, and they had a brief and friendly exchange.

Shen Qi, education experience: Yanda University, Princeton University.The current Princeton lecturer, recently focused on number theory, and gave a 1-hour report at this conference.

Gong Changwei, education experience: Yanda University, Columbia University.He is currently a professor at Columbia University, focusing on number theory and giving a 45-minute report.

Yunwei, school experience: Yanda University, Princeton University.He is currently a professor at Yale University, focusing on algebraic geometry and giving a 45-minute report.

Xu Yang, education experience: Yanda University, Princeton University.Currently a professor at Yanda University, focusing on algebraic geometry, giving a 45-minute report.

Shen Qi was very familiar with Gong Changwei, and had dealt with Xu Yang when he was in China, and this time he got to know Yunwei.

The four talents of Yanda Mathematics Institute will represent China and launch an impact on this year's Fields Medal.

The eyes of the Chinese mathematics community are focused on Brasilia, and the country's expectations are placed on the four young mathematicians Shen, Gong, Yun and Xu.

When the Premier received representatives from the field of science, education and culture at the two sessions, he said that China already has a Nobel Prize, and only one Fields Medal is missing.

Will there be Chinese names in the list of the four winners of this year's Philippine Awards?

On the first conference day, Gong Changwei, Yun Wei and Xu Yang delivered a 45-minute academic report.

This is the second highest level of reporting, and Gong, Yun, and Xu retain a certain probability of winning the Philippine Award.

In Professor Faltings' prediction system, the winning rates of Gong, Yun and Xu are between 1.2% and 1.8%.

Shen Qi listened carefully at the report meeting, until the afternoon, and finally waited until the first speaker with the highest standard of 1 hour appeared on the stage.

Alessio Figalli, an Italian mathematician, is currently a professor in the Department of Mathematics at Princeton. He is Shen Qi's colleague and Zhou Yu'an's mentor.

There are seven top candidates in Professor Faltings' prediction system, and Figali ranks seventh.

Even the person who predicted the seventh place has a heart for the Philippine Award.

Figalli gave a speech full of emotion and determination, and his eyes told everyone that he was eager for the Fields Award.

"Assume that the partial differential inequality (7) has a final positive solution UH(t, x) under the boundary value condition (2), (t, x) ∈ [T, ∞) × Ω..."

"... Then, according to the eigenfunction corresponding to the first eigenvalue of the Dirichlet problem, I get the area element on δΩ!"

"...so I proved this theorem for parabolic partial differential equations, which will play an important role in the field of impulsive vectors, thank you!"

The audience applauded thunderously, and Figali's one-hour report was very exciting.

Shen Qi was also applauding and felt a little nervous.

Professor Figali is trying his best, it seems that all the money of the family has been smashed!
Figalli, who studied differential geometry, has been attacking partial differential equations in recent years. He is good at elliptic and parabolic PDE.

The parabolic partial differential equation theorem reported just now is the latest research result of Figali.

During coffee breaks at the Princeton Mathematics Department in recent months, Figali hid himself, listening more and talking less.

Shen Qi knew that Figali was holding back his big move, Lao Fei, Lao Fei, never thought that you are a scheming boy, you just want to turn around!

I, Shen Qi, are so simple. I announced the latest research progress of the third expression of RT 20 days in advance. Of course, I also held back a big move, which is the fourth path of my 8 pages... During the meeting break, I took the initiative to talk to Figali: "Alessio, after listening to your speech, I have become your fan."

"Really, I'm also very satisfied with my report." Figali blushed, he hadn't played yet, and was immersed in the passionate report just now.

"Alessio, your ranking has risen to fourth." Princeton forecasting master Professor Faltins said.

Seventh→Fourth, Figalli, who turned from salted fish, was in a good mood. He said to Shen Qi: "Qi, your Chinese classmate, Zhou, he has great potential. Recently, he helped me deal with it through differential geometry. I asked him some questions. I was thinking, I should let him graduate with a master's degree next semester and enter the stage of doctoral students as soon as possible."

"It's Zhou's honor to be able to follow you, Alessio." Shen Qi smiled, and said in his heart, Zhou Yu'an, you kid can do it. You kept it from me for a few months, and it turned out that you were helping Professor Figali.Shen Qi has been flying all over the world recently, and he has to lead a team to do a project. He is so busy that he has no time to take care of Zhou Yu'an.

In fact, Figali was also Shen Qi's competitor. Shen Qi hadn't paid much attention to Figali before, but now he had to pay more attention to Figali, his Princeton colleague and Zhou Yu'an's mentor.

(End of this chapter)

Tap the screen to use advanced tools Tip: You can use left and right keyboard keys to browse between chapters.

You'll Also Like