The first to take the stage was Edward Witten, whose typhoon was chic and free, and explained the framework design of the N-S equation project in concise language.

The audience applauded, and Witten fired the first shot, which also whetted the appetite of the guests.

Xiao Junlong's performance was decent, he made a standard PPT report, not as easy as Witten, but he didn't make any mistakes to complete the task.

Zhou Yu'an's stage performance was better than Xiao Junlong's, and Shen Qi's final appearance ignited the atmosphere of the audience.

"My three buddies did the work ahead and they did a fantastic job. Shen Qi looked at the audience, the position of Witten and the other three partners.

"In this part of my report, I will give a general solution to the Navier-Stokes equation. Let's go back to the four formulas that Professor Zhou just proposed......"

“...... So, we get a set of vector functions for Hilbert spaces, and a scalar product of Euclidean spaces, and this norm. The answer is here, look at the screen. Shen Qi switched to the most important page of PPT.

This page PPT gives a general solution to the N-S equation: Σ(∣∣uk(t,•)∣∣^2L2(Ω)+∫∣∣graduk(η,•)∣∣^2L2(Q)dη)≤Σ∫∣∣fk(η,•)∣∣^2L2(Q)dη

Brush!

The guests all stood up and looked excited.

"After the calculation of the supercomputer 'Weiming-1', this general solution is of universal significance. Here we have made a list of important data for 'Weiming No. 1', and the data shows that we have succeeded. Shen Qi showed the core numerical analysis data given by "Weiming No. 1", which is not all the data, but it is sufficient.

"We would like to thank Professor Witten and Princeton University and the Institute for Advanced Study in Princeton for their proposed infinite flow algorithm for partial differential equations that played a key role in this project. I propose to name this algorithm the Witten-Figari-Auden algorithm as a tribute to three outstanding mathematicians. ”

"I would like to thank Prof. Zhou Yu'an and Associate Prof. Xiao Junlong for their hard work day and night, as well as the Supercomputing Center of Yanda University and the Department of Mathematical Physics of the Academy of Sciences for their great support. ”

"Finally, thank you to my wife, as well as my daughter. ”

"Actually, my daughter also contributed to the project, but she was too young, less than 3 months old, and did not have the right to authorship the paper, so her name did not appear on the list. Thank you, thank you for listening, our report is over!" Shen Qi bowed and thanked him.

The audience erupted in continuous applause, and the report meeting ended successfully.

In the evening of the same day, Shen Qi's team released the complete paper of "Research on the General Solution of the Navier-Stokes Equation" in the form of a pre-recording, with supercomputing data.

They don't plan to publish a paper in a journal anymore, and a monograph can be published in more than 200 pages.

Well-known journals such as Nature, Science, PRL, and other well-known journals that have also published original papers have reprinted the core conclusions of "Research on the General Solution of Navier-Stokes Equations" for the first time, and the Annals of Mathematics, one of the four major mathematical journals, has also made similar operations.

The first international authority to recognize the study of the general solution of the Navier-Stokes equations was the ICTP, or International Centre for Theoretical Physics Research.

The IMU is still on the sidelines, and it is said that the most authoritative mathematical institution is organizing experts and scholars to verify Shen Qi's scheme.

The ICTP recognized Shen Qi for their N-S equation solution and that Shen Qi's team took the lead in solving this millennial problem.

The ICTP proposes to formally name the infinite flow algorithm for partial differential equations as the Witten-Figali-Auden algorithm, or FO algorithm for short.

In addition, the new infinite series processing method proposed in the "Study on the General Solution of the Navier-Stokes Equation" is proposed to be officially named Shen Qi algorithm.

Figari is Zhou Yu'an's doctoral supervisor and a Fields Medal winner. Auden is a professor of mathematics at Princeton who is now retired and is enjoying his old age in North Carolina.

Figari and Auden have never participated in the N-S equation project of Shen Qi's team from beginning to end, and they were named because of the algorithm ideas they made before.

Most of the work to prove the FO algorithm was done by Zhou Yu'an and Shen Qi, which may have been arranged by fate, with the teacher proposing the idea and the student completing the proof. Fei Jiali is Zhou Yu'an's doctoral supervisor in mathematics, while Witten is Shen Qi's doctoral supervisor in physics.

Shen Qi has added another important achievement to his resume - leading the team to solve the N-S equation, and Zhou Yu'an and Xiao Junlong have also gained something.

It doesn't matter if the IMU recognizes it or not, the system recognizes it anyway.

The host solves the millennial problem Navier-Stokes equation, named the Shen Qi algorithm after the host, and rewards 8 million points for the basic gift, multiplied by the coefficient of 2.0 for the main talent of mathematics, and finally rewards 16 million points for the master. The balance 50132488 points for Xueba, please confirm with the host. ”

"Condition 3 for Mathematics Advancement to Level 15 is completed. Please reconfirm with the host. ”

The three requirements for progress to Grade 15 in Mathematics are:

1. 60 million points or experience points.

2. Crack at least one of the Hodge conjecture and the BSD conjecture.

3. Solve at least one of the P to NP problem, the N-S equation, and the Yang-Meter equation.

The optional condition for a one-trick upgrade is: complete the math overall.

Shen Qi has solved the Hodge conjecture and the N-S equation successively, and 2 and 3 of the three required conditions have been completed.

At present, there are still nearly 10 million points left behind, and mathematics can be upgraded to level 15.

Level 15, the system is set to be "invincible and lonely".

Invincibility is the ultimate goal that everyone pursues, and Shen Qi also longs for invincibility.

Compared with solving the millennial problem, the problem that Xueba points can solve is not a big problem, brush up, and brush a few original papers with super high IF values such as "Science", "Nature", and "Physics Today".

The N-S equation has extremely important applications, which can be used to simulate weather, ocean currents, the movement of stars in galaxies, air currents around wings, as well as the design of aircraft, ships, vehicles, blood circulation, power station design, pollution effect analysis, etc.

Turbulence occurs all the time in nature, but it is extremely difficult to solve. With a thorough understanding of the N-S equation and the help of a computer, it may be possible to accurately address the turbulence problem.

All in all, the N-S equation is a great achievement for the benefit of mankind, and the state has solemnly commended Shen Qi's team.

After the commendation meeting, Shen Qi was interviewed by reporters.

The reporter said: "Professor Shen, the international physics community has widely recognized your team's research results on the N-S equation, according to the information we learned from the Royal Swedish Academy of Sciences, you and Professor Witten are recommended as candidates for next year's Nuowu, which will be your second attack on Nuowu." ”

Shen Qi was a little surprised: "Is the news accurate, why don't I know?"

Reporter: "We have a long-term correspondent in Sweden, and the news is very accurate, and I got the news five minutes ago. ”

Shen Qi shook his head and said: "Actually, although the N-S equation has cross-border properties, I think the process of solving this problem is a mathematical process, which is really unexpected, why do you recommend me to participate in the evaluation of promises?"

Reporter: "I recommend you to participate in the Philippine Award, but you are not qualified...... Oh no, I mean, the highest honor in mathematics has been swept away by you. ”