I really just want to be a scholar

Chapter 741 I am looking forward to more and more, when will they become the world-recognized kings of mathematics!
Qin Ke was driving, and the mobile phone was next to Ning Qingjun. Ning Qingjun picked it up and saw the caller ID, and said in surprise, "It's Mr. Faltings."

Qin Ke knows many foreign professors in the international mathematics circles, but the ones with the best relationships are Mr. Faltings, Professor Tao Zhexuan, Professor Linden Strauss, Professor Wiles, Mr. Oliver, etc. , and Professor Deligne is also very familiar.

However, the relationship between them is more like a friendship between gentlemen. Except for occasional academic exchanges and discussions through emails, they usually send greeting emails to each other at Christmas, especially in the past year or so. After receiving the Fields Medal, Qin Ke rarely went abroad. He neither participated in academic exchanges in the international mathematics community, nor paid academic visits to world-renowned universities such as Slington University, University of California, and Cambridge University. Old friends haven't seen each other for almost a year.

Old Mr. Faltins is usually a relatively cold person who prefers academic research to communication. The number of times he directly contacted Qin Ke through overseas calls can be counted on one hand.

Qin Ke was a little surprised. After Ning Qingyun answered the phone, he said, "Professor Faltings, hello, I'm Qin Ke."

"Professor Qin, oh no, isn't it more appropriate to call you 'Academician Qin' now?"

Qin Ke heard Faltings' tone relaxed, as if there was no urgent matter, so he relaxed and said with a smile: "Professor Faltings, I didn't expect you to be concerned about the situation of Xia Guo."

"To be precise, I'm concerned about you and Professor Ning. You two haven't shown up in the international mathematics community for a long time. I heard that you will participate in the Einstein Science Award selection event starting on March 3?"

"Yes."

"Have you decided on the topic of your report? Are you planning to give a report on physics or mathematics? The topic of your report will affect the schedule of many people. At least if you are giving a report on mathematics, I will take the time to fly a to Sweden."

Hearing the concerns and hints in Mr. Faltings' tone, Qin Ke was moved. He knew that the old man had good intentions. In fact, in the past year or so, he and Ning Qingyun had published " Ten questions to the famous Chinese mathematician Obadiah Sean! ” and “Research on the Existence of Smooth Solutions of NS Equation in 60% Cases Using Three-Layer Infinite Flow Circulation Algorithm”, almost no papers on mathematics have been published.

Although there are many mathematical calculations and thinking in it, whether it is computational seed science, "Lime topological superconducting vortex state theoretical model system", or several physics papers published by Qin Ke, but in the end it is based on Biology and physics are the main ones. Mathematics is just a tool in these papers, and it cannot be included in the category of mathematics papers.

Moreover, Qin Ke and Ning Qingyun's "Research on the Existence of Smooth Solutions of NS Equations in 60% Cases Using Three-Layer Infinite Flow Circulation Algorithm" has aroused great repercussions among all mathematicians in the world who study the general solutions of NS equations And discussion, many people hope that Qin Ke and Ning Qingyun can give a report on this topic and answer everyone's questions in the question and answer session. Unfortunately, Qin Ke and Ning Qingyun have not responded to such expectations.

With their reputations and their status as holders of the Fields Medal, no one would suspect that the results of this thesis were completed by the two of them, even if they did not respond. It's a pity.

The low profile of Qin Ke and Ning Qingyun in the international mathematics circle made many people sigh, thinking that the Fields Medal may have satisfied these two young genius mathematicians, and they no longer pursued a higher level of mathematics. Changed my interest to Biology and Physics.

This kind of discussion has never stopped. Even if the two of them made a surprise appearance in August last year, they could not completely suppress such doubts and speculations.

Back then, the academic scum Obadiah Sean dared to challenge Qin Ke and Ning Qingyun, which was also obviously related to the fact that the two became extremely low-key in the international mathematics community.

Faltings most hope that the two can invest more energy in mathematics, and then achieve more dazzling academic achievements, illuminating the future of the mathematics world. This expectation has nothing to do with nationality, race, skin color, and is purer. Love and pursuit of mathematics.

It was because of its purity that Qin Ke was particularly touched.

Qin Ke replied earnestly: "Originally, Qingyun and I decided on topological quantum computing. After all, the Einstein Science Award is mainly for scientists, and the fields involved are more physics, chemistry, medicine, biology, etc. It has nothing to do with pure mathematics. However, NS equations can be regarded as the direction of the combination of mathematics and physics. At that time, Qingyun will give a report on topological quantum computing. In my case, I will switch to NS equations.”

The Einstein World Science Award is only awarded to one person each year, and there has never been an exception. Qin Ke does not know whether the World Cultural Council will make an exception for him and Ning Qingyun this time, and he has read the materials of other candidates. There are many elites from all walks of life. These bigwigs have achieved world-shaking outstanding achievements in dozens of fields such as astrophysics, enzymology, genetics, nanochemistry, biomedicine, and life sciences.

Qin Ke and Ning Qingyun really don't have 100% confidence that they will win this year's "Einstein World Science Award".

That being the case, Qin Ke simply changed the subject as a report on the NS equation.

In this way, his and Ning Qingyun's reports are divided into two different directions, and the chances of either of them winning the prize will increase.

Faltings on the other end of the phone visibly cheered up: "Are you going to give a keynote report on the three-layer infinite flow loop algorithm?"

This "three-layer infinite flow loop algorithm" is a very excellent mathematical method. Almost no mathematician who studies NS equations or even partial differential equations in the world can ignore its existence. In the past six months, the "three-layer infinite flow loop algorithm" Algorithm” has been researched and published more than a hundred papers, and Faltings has read many, but it is not as exciting as Qin Ke’s one-hour special report.

"No."

"Not this?" Faltins was stunned, doubtful and with some expectation: "You two have new research results?"

The corner of Qin Ke's mouth slightly twitched: "That's right. The topic of the report I'm going to give is "Prove that NS Equations in Three-Dimensional Space Exist Smooth Solutions."

Faltings' breathing seemed to stop, and then the other end of the phone fell silent, but he could hear the rapid typing of the keyboard over there. After a while, Faltings said: "I didn't see you on arXiv Publish this thesis." The old gentleman's breathing became rapid again, and he was obviously very excited.

Qin Ke said embarrassingly: "This paper hasn't been written yet. We only completed the core proof process, because we didn't want to publish it so early. We originally planned to write a paper and publish it after we got the general solution of the NS equation. Yes, so as not to be said that we are water thesis..."

Water thesis?Faltins could not wait to jump out of Zink through the phone line and shout "Scheie!" (German, the English equivalent of "shit") into his ear!

"Immediately! Immediately! Now! Write it out! Do you know the significance of proving the existence of smooth solutions to NS equations in three-dimensional space? Even if no general solution is obtained, just being able to prove the existence of a general solution is a very remarkable achievement Now! Its meaning is almost equivalent to the first four expressions of the Riemann Hypothesis you derived!"

Qin Ke coughed lightly: "Qingyun and I really don't have time for the past two days... It will be next Monday at the earliest, and we will be able to write it and put it on arXiv."

Faltings said in a frenzied voice: "It's over, I don't think I can sleep in the next few days, and I can't eat well and can't sleep if I don't see your paper for a day! I don't care, this paper you must Submit it to the "Annual Journal of Mathematics" as compensation for my spiritual loss!"

Qin Ke and Ning Qingyun couldn't help laughing at the same time.

It never occurred to me that the old Mr. Faltings, who has always been serious, treats people a bit "harsh", and makes people afraid to get close, would have such a cute "rascal" side, probably because he really regarded Qin Ke as a very good Faltings will show such a side in front of him if he forgets his friendship.

Qin Ke smiled and said: "Okay, Mr. Oliver from the "Acta Mathematica" has been asking me for a manuscript, but you opened your mouth, and this "Prove that NS Equations in Three-Dimensional Space Exists Smooth Solutions" will be submitted to "Annual Journal of Mathematics". When a general solution is found, the paper will be submitted to "Acta Mathematics."

Faltins said righteously: "Professor Qin, of course it is more appropriate to submit such continuous papers to the Annals of Mathematics, so that the Annals of Mathematics can arrange a special issue of "Millennium Mathematical Conjecture on NS Equations." "Special Feature." He paused, and then asked nervously: "Are you confident that you can find this general solution? How long will it take?"

"I have a clue, before June at the latest."

Qin Ke said this with full confidence.Because he has S-level knowledge in his mind "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation "Navier-Stokes Equation" (End)", which does contain the proof of the general solution of the NS equation and the solution process.

A few days ago, the latest issue of "Physics Reports (PR)" published his paper "Application of NS Equation in Urban Planning and Air Pollution Prevention and Control". The system has judged that he has completed "[Special Task] It's time to make your international voice heard in the physics community," the award was issued.

In addition to academic points (physics) +500, an additional S-level knowledge "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation "Navier-Stokes Equation"" (final part) was also rewarded.

So far, the S-level knowledge in the system "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation "Navier-Stokes Equation"" has all been unlocked.

As long as Qin Ke studies the final chapter thoroughly, the NS equation will have no more secrets in his eyes.

However, Qin Ke's love for mathematics has long been deeply rooted in his bones. He hopes to solve the problem of the general solution of the NS equation by himself and Ning Qingyun, including the existence of the general solution and finding a specific general solution. The seven millennium math problems are written down, and this difficult process of exploring and solving will greatly promote the improvement of his and Ning Qingyun's math level.

So after getting "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation "Navier-Stokes Equation"" (final chapter), Qin Ke just read the proof process in the article and compared what he and Ning Qingyun had figured out. The difference between the proof process and system knowledge, and think about the advantages and disadvantages between the two, and then check and fill in the gaps in your own knowledge.

As for the part about finding a specific general solution, Qin Ke didn't read it at all.

Unless at the end of May, Qin Ke tried his best and still failed to find the general solution of the NS equation, otherwise he would never "cheat".

Faltings could hear that Qin Ke was full of confidence, and he said with some emotion and a little annoyance: "I believe you can do it, but I regret making this call. It seems that not only in the next week, but in about six A few months ago, my life would be difficult. But it’s okay, my research on partial differential equations is not deep enough, and in the next few months, I will just strengthen this aspect first, so as not to fail to understand your papers when I get it. "

Qin Ke said with a smile: "Professor Faltings, you are too modest."

Although Mr. Faltins studied under the "King of Algebraic Geometry" Grothendieck, he is the most famous in algebraic geometry, and has proved the Model conjecture in number theory by means of algebraic geometry. Modulus space, Riemann's theorem of arithmetic surfaces, Padic Hodge theory, etc. have been deeply studied, and the understanding and attainments in the direction of partial differential equations are beyond the reach of mathematics professors in ordinary universities.

That's why in August last year, Faltings easily judged the academic significance and value of "Research on the Existence of Smooth Solutions of NS Equation in 60% Cases Using Three-Layer Infinite Flow Circulation Algorithm".

Faltins said again: "By the way, Professor Qin, do you mind, I will give you a keynote report on "Proving the Existence of Smooth Solutions to NS Equations in Three-Dimensional Space" at the Einstein Science Award Selection Conference Tell others. I think that Linden-Strauss guy, and some old friends of mine, would be interested too."

Qin Ke said happily: "No problem. I have to send the topic of this report to the World Culture Council, which hosts the selection conference, in advance, and it will probably spread by then."

……

On the other side of the Pacific Ocean, in the office of the Princeton Institute for Advanced Study, Faltings put down his cell phone, stood by the window and looked at the snow scene outside, and it took him a while to calm down his excitement. He shook his head with a smile, and made another call. This time the caller was Elon Lindenstrauss.

"Eron, do you have the time and interest to fly to Sweden next month? What are you going to do there? There is a selection event for the Einstein Science Award, and both Professor Qin Ke and Professor Ning Qingyun will participate in the selection."

Professor Linden-Strauss was puzzled: "Professor Qin and Professor Ning? They gave a keynote report on physics, right? I couldn't understand it even after I went there."

Faltings showed a mischievous smile: "Professor Ning's topic is physics, and Qin Ke's report topic is-"Prove that NS equations in three-dimensional space have smooth solutions". Are you sure you don't want to go?"

Professor Linden-Strauss gasped: "...you repeat?"

"Prove that there are smooth solutions to NS equations in three-dimensional space."

"The two of them have proved that there is a smooth solution to the NS equations in three-dimensional space? My God! This... this is too powerful. I will go, I must go, I will book a ticket right away! Want a guest invitation letter? I'll ask someone to get it!"

"You know a lot of people, so you need a few more. I want at least ten here."

"Ten? All right, I guess there will be ten here too... These two young people are really amazing."

Faltings also nodded slightly: "It's really amazing. They will bring great surprises to the international mathematics community every time. I am looking forward to when they will become the world-recognized kings of mathematics."

(End of this chapter)