The passionate years starting from the college entrance examination

Chapter 312, the new emperor ascends the throne! (Ask for monthly ticket)

October 1965, Washington, North America.

"Yesterday was the time when the Chinese Chen held a report meeting, right? Was the operation successful?"

Lundberg couldn't wait any longer and quickly asked the liaison officer if there was any good news coming back from the East.

This was an extremely rare opportunity, and Lundberg didn't want to miss it.

Think about the current China Resources Company. Their company's products have almost dominated the global market.

Although China Resources shared part of the profits with other agents, about 70% of the profits were earned by China Resources.

Just like a cake, China Resources directly takes away the largest and most nutritious piece.

North American capitalists, who are used to wanting both and wanting something, will definitely be very unhappy when faced with such a situation.

If they didn't want to break up with China Resources at this stage to avoid losing more than 20% of their profits, otherwise, they would definitely take action.

In fact, they have taken action to ban China Resources' products from entering the North American market.

But companies like IBM cannot be big at all, and consumers are not fools. No one will like junk products.

In addition, Lyndon Johnson and others did not allow capitalists to act. After all, this was a peaceful time, and Lyndon Johnson still needed China Resources as a friend.

Whether it was fighting Moscow together or purchasing a large amount of titanium materials from China Resources, Lyndon Johnson would not allow those capitalists to destroy the current harmonious atmosphere.

But Lyndon Johnson was still happy to hear the news that Chen Guohua was killed.

Who makes Chen Guohua unable to use it for him?

Although China Resources could help Lyndon Johnson, he did not want his friend China Resources to be too powerful.

There is a saying that goes like this: I am afraid that my brothers will suffer, but I am also afraid that my brothers will drive Land Rover.

Since the atomic bomb explosion at the end of 1961, there have been a lot of big news in the mainland.

For example, a Mach 3 supersonic fighter, a Mach 2 bomber/transport aircraft, and a hydrogen bomb explosion.

And that time in September, the mainland also successfully launched its first artificial satellite.

All these have already illustrated one problem. The friend chosen by Lyndon Johnson has become more and more powerful.

There is even the strength to challenge him and Brezhnev in a one-on-one battle.

"Director, the news hasn't been received yet."

After hearing what his subordinate said, Lundberg directly urged the other party to contact them quickly. Why do you have to wait?
Regardless of success or not, news will definitely come through.

Soon, the subordinates did contact the capital, and the message was passed to North America through various regional departments.

After the telegram was translated, Lundberg's face turned pale.

The news that has been passed on so far is that before entering the auditorium, you will go through a very strict security check. Except for paper and pens, no other items are allowed to be brought in.

And the agents will be placed in the last row.

In addition, there were many security personnel at the front of the auditorium, making it impossible for the agents to move.

As for other intermittent times and spaces such as the bathroom, there is no opportunity to act.

Seeing this message, Lundberg almost fainted.

"Fake, are they trying to be turtles? Shit, bastards."

The security is so tight, no matter how powerful the agents are, it will not help.

Because from the moment those mathematicians entered Hong Kong Island, they went through several rounds of security checks.

It seems that, I don’t know since when, these security inspection measures have been arranged at railway stations, airports, ferry ports and other places in the mainland.

Could it be that there was a bomb in the press conference room of China Resources Corporation, which caused the mainland to be engulfed overnight?

In fact, Lundberg was right.

Chen Guohua had already made suggestions long ago, but leaders like Qiu Zongyue didn't take it too seriously.

Until March this year, a large number of bombs appeared at the new product launch conference of China Resources. Fortunately, it did not lead to a big mistake. Otherwise, although the consequences would not be irreversible, they would be enough to keep Qiu Zongyue and the others busy for several years.

Therefore, since that incident, all train stations, airports, ferry ports and other places in the mainland have had security checks.

Based on this, the security check at the report meeting site of Peking University Auditorium was very strict.

This also resulted in those agents, even if they were lucky enough to sneak in, they had no choice but to stare.

Chen Guohua spent a morning explaining the two papers Model's Conjecture and Chen's Proposition, and spent about an hour in the afternoon explaining the final Yutaka Taniyama Conjecture.

".So far, for any integer n greater than 2, there are no positive integers a, b, c, such that a^n + b^n = c^n."

"I think my proof process has been completed, and Fermat's last theorem can be determined."

At this point, Fermat's last theorem can basically be concluded.

"If you have any questions, please ask and I will answer them one by one," Chen Guohua said with a smile, a little sleepy but very excited.

The reason why he was sleepy was naturally because he had held a report meeting for most of the day, and his mind was running at high speed, which required a lot of energy.

The excitement is because Fermat's last theorem has been proven, and the status of the domestic mathematics community will be raised to a higher status.

If the paper proving the existence and smoothness of the NS equation were not too important and needed to be kept strictly confidential, otherwise, once it was revealed, the status of the mainland mathematics community would skyrocket to a higher position.

Even becoming one of the three major centers in mathematics is not impossible.

Just like Poincaré, the great mathematician back then, one person was enough to support the entire Paris mathematics community and make Paris a global mathematics center.

Poincaré was the last all-round mathematician in the history of time and space. His scientific research results and contributions to mathematics are very impressive.

Because he has done very good research in many fields such as number theory, algebra, geometry, topology, celestial mechanics, mathematical physics, theory of functions of multiple complex variables, philosophy of science, etc., and he also has very comprehensive knowledge of mathematics and mathematical applications. one person.

Chen Guohua has the possibility of becoming a talent like Poincaré.

Of course, he is currently distracted by many inventions and creations such as computers, aero engines, and artificial satellites. Otherwise, he could go further in the field of mathematics.

After Chen Guohua finished speaking, the entire auditorium burst into thunderous applause.

When the applause ended, before the big guys in the front row could say anything, Alexander Grothendieck stood up and asked a question.

As a favorite for next year's Fields Medal and a rising star in mathematics, Grothendieck is very high-spirited.

According to the history of the original time and space, Grothendieck will travel to Haizhou City in the year after tomorrow.

Haizhou City at this time was a war-torn place. He actually wanted to go there to see monkeys?

Therefore, he is a young man who is still in the rebellious stage.

Grothendieck was originally inclined to the study of topology and algebraic geometry, so the proof paper of Fermat's Last Theorem inspired him a lot.

"Hello, Professor Chen, I am Alexander from the Gallic Institute of Advanced Sciences. That's it. In the past few years, I have collaborated with Jean Dieudonné and others to write "Fundamentals of Algebraic Geometry"."

At the beginning of the 20th century, many mathematicians tried to use algebraic geometry methods to prove Fermat's last theorem.

It's a pity that they were not able to come up with Chen's proposition. To be precise, it is now called Chen's theorem, as well as some new mathematical tools and theories such as vector bundle proof.

Therefore, many mathematicians have failed to prove Fermat's last theorem.

Algebraic number theory studies the properties of numbers and their relationship with algebraic objects, and Fermat's last theorem is one of the most famous problems in algebraic number theory.

This was true for Grothendieck, a researcher who had spent the past seven or eight years collaborating with Jean Dieudonné on the Fundamentals of Algebraic Geometry.

It can be said that I am full of confidence, and my future research direction will be Fermat's Last Theorem.

The result was now won by Chen Guohua in advance, so he still has some doubts about some of the mathematical tools proposed by Chen Guohua.

So I brought it up on the spot.

Regarding this mathematical researcher from Gaul, Chen Guohua just smiled slightly and turned around to continue writing on the blackboard.

"Okay, then I will explain in detail the mathematical tools related to vector bundle proofs. I hope it can be of some help to you."

He did not remind Chen Shuxing and the others. He believed that if they were not stupid, they would listen more carefully at this time.

Detailed explanations are not something everyone is entitled to.

If it were not a report meeting now, Chen Guohua would not explain it in such detail.

For the next hour or so, Chen Guohua answered everyone's questions.

It seems that everyone's questions are concentrated in the afternoon, but no matter what questions everyone has, Chen Guohua can explain them one by one.

However, there was no need for Chen Guohua to explain some details of these papers that he had already mentioned just now, or that the other party did not understand thoroughly.

Many top mathematicians came to the scene. As long as there are no problems with them, it is basically settled.

After that, top mathematicians such as Andre Weil, Gelfand, Shafarevich, Alexandrov, Hassler Whitney, Chen Shengshen and other top mathematicians jointly asked Chen Guohua questions, and then it was finally determined Fermat's last theorem was proven.

Throughout the 20th century, the most powerful mathematicians should be Kolmogorov, Poincaré, Hilbert, von Neumann, Noether and others, but these people either failed or did not come to the scene.

Kolmogorov was in Moscow and had not come to Peking University, while Poincaré and the other four had already left.

So among the top mathematicians who came to the scene, in terms of comprehensive influence, Andre Weil should be ranked first.

Andre Weil proved the Riemann hypothesis for all curves in 1940 and proposed the Weil conjecture in 1948.

There are also works such as "Integrals of Topological Groups and Their Applications", "Fundamentals of Algebraic Geometry", "Abelian Manifolds and Algebraic Curves" written by him in the past few years, which have had a profound impact on mathematics.

Then at this time Gelfand, this gentleman was Kolmogorov's eldest disciple, and his mathematical achievements were only behind Andre Weil.

Gelfand should be the leader of the Moscow mathematics community after Kolmogorov took a back seat.

Therefore, after the 1950s, Gelfand was basically responsible for many external mathematical activities.

In the history of time and space, the three leading figures in the Moscow mathematics community were Kolmogorov, Gelfand and Shafarevich.

The latter's contributions are mainly in the directions of algebra, algebraic geometry and algebraic number theory. For example, he proved that there are infinitely many pre-given algebraic expansions of the Galois group decomposition on any algebraic number field, which is the so-called Inverse problem of Galois theory.

And the so-called Shafarevich conjecture, etc.

The Banach algebra theory created by Gelfand has been one of the most active research fields in functional analysis for decades, and his research has also covered a wide range of fields, including Banach algebra, harmonic analysis, and group analysis. Representation theory, integral geometry, generalized functions, cohomology of infinite-dimensional Lie algebras, differential equations, biology and physiology.

Therefore, his status ranked ahead of Shafarevich.

It can also be seen from the status and works of these people that Chen Guohua, who can prove the Poincaré conjecture and further prove the Riemann hypothesis, has a higher status.

But today he is not a member of the jury, but the subject of the review.

It is precisely because of Chen Guohua's high status that people like Andrei Wey, Gelfand, Shafarevich and others will be cautious.

If you are not careful, you can actually announce the results before attending the report meeting.

Andre Weil and others had arrived in the capital a few days ago, and held a meeting with Gelfand and others in advance, as well as with Chen Shengshen, Hua Luogeng, Kunihiko Kodaira, Kurt Gödel, Hassler Whitney Mathematicians from all over the world have exchanged opinions.

Almost everyone can be sure that no errors were found in the three proof papers written by Chen Guohua.

Now after listening to Chen Guohua's report, he also explained all the questions asked by everyone.

Then Fermat's last theorem is basically settled.

After Andre Wey and others made a unanimous judgment, they started to applaud, and the audience burst into thunderous applause again.

This time, the entire wave of applause lasted for more than five minutes, and even Qiu Zongyue and the others outside were stunned.

Hua Luogeng, Wu Wenjun, Duan Xuefu, Chen Jingrun and others were all excited. Even Hua Luogeng and several others had tears in their eyes.

It is really difficult for a true master of mathematics to emerge in China. It is a rare occurrence in a hundred years!

The reason why Hua Luogeng and others returned to the Mainland was naturally their own patriotism. At the same time, they themselves were also very worried about the weak mathematics situation in the Mainland, so they chose to return to work in the Mainland.

Researchers like Chen Jingrun, Wang Yuan, and Jiang Boju should have learned more mathematical knowledge by going abroad for exchanges.

But now it seems that it is no longer needed.

With Chen Guohua in charge of the capital, more mathematics researchers will come here.

Not to mention other people, let’s talk about Erdez, the veteran.

He is already fifty-two years old this year, but when he was forty-nine, that is, in 1962, with the help and stimulation of Chen Guohua, he independently completed the third small problem of the Riemann hypothesis.

People who are almost fifty years old are still able to make such outstanding mathematical contributions. People like Michael Attiyah, Grothendieck, Hironaka Heiyu, and Carl Siegel who feel that they are no worse than others will certainly not admit defeat. .

So if you stay in the capital and communicate more with Chen Guohua, maybe you can really make a breakthrough?
In the field of mathematics, there are too many problems.

If we can successfully arouse Chen Guohua's curiosity and the other party can give some pointers, maybe a spark of inspiration can be generated during the communication process?
That’s simply not too profitable!

So after the applause ended, Michael Atiya stood up and walked towards Chen Guohua, wanting to ask some questions.

As the favorite for next year's Fields Medal, Michael Atiyah from Oxford University is naturally well-known and will receive preferential treatment.

But Long Kanghou still stood quietly beside Chen Guohua, ready to take action at any time.

"Chen, I want to talk to you about the Hopf invariant problem."

Who knows, Michael Atiya did not approach Chen Guohua at all, but came to the blackboard, picked up the chalk and began to talk about his problem.

In algebraic topology, Hopf invariant is a homotopy invariant of certain mappings between spheres. It is widely used in topological theories such as manifolds and fiber bundles.

Chen Guohua stood still and looked at the question stated by the other party with a smile.

Long Kanghou also silently stepped aside, as if nothing had happened.

But when this scene fell in the eyes of the agents in the last row, they were a little speechless.

Isn't this precaution too much?

After all, Michael Attia is obviously a perfect scholar. How could he be allowed to assassinate Chen Guohua?

What's more, it's absolutely impossible in front of everyone.

Most of the people in the entire auditorium were looking at the questions written by Atiya, looking like they were thinking.

The question raised by Michael Attia is indeed quite surprising, and many people are interested.

why? Topology and geometry are two extremely important branches of mathematics. Both are subjects that study the structure of space. The former mainly focuses on the connection relationships between points, lines, and surfaces in space, as well as the nature of these connection relationships.

Geometry, on the other hand, pays more attention to properties such as shape, size, and position in space.

Of course, although their research objects and methods are different, they all study spatial structure from different perspectives.

At the same time, there is a relationship of mutual influence and reference between the two, as well as some overlapping fields.

From the original history of space and time, the main contributions of mathematicians who have won the Fields Medal are almost all concentrated in the three fields of algebraic geometry, topology and partial differential equations.

As for the two major categories of algebra and number theory, there are relatively few.

There is a saying in later generations that algebra is the mathematics that makes mathematics. This has been confirmed by the main research fields of award-winning mathematicians.

The reason why topology-related winners are ranked second is inseparable from the extensive application of topology theory in mathematics.

Therefore, even though Hopf invariant is only a branch of algebraic topology, it does not affect everyone's attention to it.

After Chen Guohua answered Michael Atiyah's question, others stood up and asked questions to the former.

In addition to Michael Atiyah, Tokyo mathematicians such as Goro Shimura, Mikio Sato, and Hironaka Heisuke, as well as Moscow mathematicians such as Maltsev, Gnedenko, and Arnold, as well as other regional mathematics Everyone wants to communicate with Chen Guohua.

However, Chen Guohua was alone, not to mention it was already past five o'clock in the afternoon. It was undoubtedly impossible to communicate with so many people.

Of course, Chen Guohua will not refuse directly, but expresses his willingness to spend a few days to communicate with everyone tomorrow morning after his last report meeting.

Naturally, Chen Guohua did not forget to mention Hua Luogeng and Wu Wenjun, as well as Chen Jingrun, Duan Xuefu, Chen Shuxing, Jiang Boju and others.

Anyway, it’s just good for everyone to communicate with each other.

In the blink of an eye, the next day, here in the auditorium, Chen Guohua gave his second lecture. This time it was a paper on proving the zero-point conjecture in the Riemann hypothesis.

The value of the zero-point conjecture is very high. Simply put, it is better than the three small questions that Chen Guohua and Erdez verified before.

The Riemann Hypothesis was proposed by Bernhard Riemann, a corresponding academician of the Berlin Academy of Sciences, in 1859. This hypothesis, in later time and space, has more than a thousand mathematical propositions based on the Riemann Hypothesis or its generalized form. established as a premise.

At the same time, it and Fermat's last theorem have become the carrier of m-theory geometric topology that integrates general relativity and quantum mechanics.

From here we can also see the difficulty of the mathematical problem of Riemann's hypothesis and how high its status is.

So today's report meeting is not much different from yesterday.

In fact, we had already been brainstorming all day yesterday. It stands to reason that we should take a break today and hold a report meeting the day after tomorrow or the day after tomorrow.

It's just that Chen Guohua doesn't want to delay. It would be better for him to end it as soon as possible.

".The above can prove that the L function has abnormal zero points."

It took about forty-five minutes for Chen Guohua to finally explain this paper completely.

The scene burst into thunderous applause, and Chen Shengshen, Andre Wey and others in the front row all stood up.

"I have to say that this was a very exciting report, which is enough to be recorded in the history of mathematics."

"As early as six years ago, when I listened to his lecture at CUHK, I seemed to see the rise of an emperor of mathematics. Now he has confirmed my original belief."

"Yes, the Poincaré-Chen Guohua theorem, three papers on the Riemann hypothesis, and Fermat's last theorem. He is really awesome."

"Back then, Poincaré probably wouldn't have thought that there was anyone better than him, right? I just don't know when Chen will prove the Riemann hypothesis, and I don't know what his next research direction will be."

Gelfand and others in the front row were either very excited, or had complex expressions, or were excited. They were all happy that a top mathematician like Chen Guohua appeared in the mathematics world.

No one can imagine where Chen Guohua, who is only 24 years old, will take mathematics in the next ten or more decades.

However, after the news spread to the outside world yesterday and today, it was definitely enough to cause a major earthquake.

Before the lecture began, the mathematical community had not yet concluded whether Fermat's last theorem had been proven.

But now that the report meeting has passed, hundreds of top mathematicians came to the scene, almost all of them young and middle-aged people, as well as many famous figures in the field of mathematics.

Witnessed by so many people, Chen Guohua's report ended in a perfect way, and Fermat's Last Theorem was finally concluded.

In addition, the zero-point conjecture has also been confirmed, so it is not too much to call Chen Guohua the emperor of mathematics.

This is because the mathematics problems Chen Guohua won are all very top-notch and are of great significance to the development of mathematics.

After the applause, there was fifteen minutes of question time. At this point, Chen Guohua became even more fearless.

There were no more than 200 mathematical researchers who could understand his paper on the zero-point conjecture, and most of the masters and doctoral students could only understand roughly.

Naturally, the questions raised are not that difficult.

What's more, this paper has been published for several months, and they haven't been able to find the problem, so there must be no problem.

The most important thing is that Chen Guohua himself has checked it many times. How could there be a problem?
As time went by, fifteen minutes flew by, and at this point, the report meeting was completely over.

However, everyone in the auditorium did not disperse, but some people wanted to come up to communicate.

Chen Guohua took advantage of this time to find Newanglinna, Gelfand, Petrovsky and others, and mentioned the application to Beijing to host the International Congress of Mathematicians in 1970.

Nevinlinna was the president of the last International Congress of Mathematicians, and Petrovsky will be the president of next year's one.

Therefore, if Chen Guohua wants to apply for the 1970 conference to be held in the capital, he must obtain the consent of these people.

Upon hearing this, Gelfand and the others immediately hesitated, saying that they still needed to discuss it.

Although Chen Guohua has a very high status in the mathematics community and has many achievements, there is still a need to discuss the venue for the conference.

Hearing this, Chen Guohua expressed his understanding, but still tried his best to apply and convince them.

If Veblen, a North American bastard, were here, he would definitely step up and cause trouble.

It's a pity that this guy Veblen has already gone to see God.

And in the current North American mathematics community, people with a little bit of status are not purely North Americans.

But what Chen Guohua didn't expect was that after Hassler Whitney learned the news, he still pulled Chen Shengshen and others over and said to Chen Guohua:

"Chen, I'm sorry. We have already applied in San Francisco. You guys in Beijing can wait a little longer."

North America has great advantages. There are many excellent universities in Los Angeles, and Chen Shengshen is a professor at the University of California, Berkeley.

And they also have influential mathematicians like Andre Weil, Kurt Gödel, Zhou Weiliang, and Paul Cohen.

Therefore, they want to apply for San Francisco to be the venue for the 1970 International Congress of Mathematicians. The probability is very high.

On the contrary, in the capital, except for Chen Guohua and Hua Luogeng, no one else is good at it.

However, Hassler Whitney seems to have forgotten that Peking University also has Erdez, a top mathematician.

The latter has a lifelong goal of pursuing mathematical truth and is very willing to cultivate outstanding future generations. Such mentors are naturally very popular among masters and doctors.

Hearing this, Chen Guohua smiled slightly and said:
"San Francisco is indeed a very good choice. However, I do not plan to go to Moscow to attend the conference next year, and I have never been able to attend the conference. So, will this be a pity for the conference?"

As soon as these words came out, the faces of Nai Wanglinna and others suddenly became very ugly.

Before they spoke, Chen Guohua spread his hands and said helplessly:

"It's not that I don't want to leave Beijing, but my situation is very special. If I can't participate in the International Congress of Mathematicians, it will be a very regrettable thing for myself."

"So I have a very sincere attitude and hope that the judging panel of the conference can consider my actual situation."

"In addition, if the 1970 conference is really held in Beijing, then I will spend more time on mathematical research in the next few years to solve the Navier-Stokes equations, Hodge Conjectures, Yang-Mills existence and quality gaps, four-color problem, etc.”

"Nevanlina, Gelfand, Petrovsky, everyone, believe me, I have the ability to solve these problems, but I need time."

"If I really solve the problem, I can't continue to hold the report meeting by myself, right?"

"Everyone has been to CUHK and Peking University, and they must be very clear that our mainland is getting better, and we are definitely capable of hosting the International Congress of Mathematicians in the future."

While Chen Guohua was making his statement, Hua Luogeng, Wu Wenjun, Duan Xuefu, and Erdesh also came over.

They were all very surprised when they heard Chen Guohua's words, and they also agreed very much.

Peking University is one of the top universities in mainland China, but it does not have much reputation in the international community.

If it weren't for Chen Guohua, let alone other things, just holding this kind of mathematics report would be like "catching a duck to the shelf".

Therefore, now that I heard that Chen Guohua is applying to host the 1970 International Congress of Mathematicians, it is a very shocking thing for Peking University and the entire capital.

Why did Chen Guohua bring it up at this point in time?

Naturally, I hope to increase my voice and the voice of the scientific community.

"Haha, is this why you applied?"

When Hassler Whitney heard this, he immediately laughed and said:
"It's definitely not possible for your reasons, and if I leave it to you to hold the conference in the capital, can you do a good job? This time I came to the capital, except for your report meeting, I am very disappointed in other aspects."

"I sincerely invite you to come to our North America. Really, our North America is much better than your capital city. I know you are reluctant to leave your homeland. There is a saying in China called "homeland."

“It’s hard to leave your homeland!”

Next to him, Chen Shengshen added. Hassler and Whitney paused, then said:

"Yes, it's hard to leave your homeland, but Chen, you have to know that Shiing-Shen Chern is living very well in our North America, and the papers he produced are of very high quality and many."

"There are also Zhou Weiliang and others. If you come to North America, you will definitely not feel strange, because there are still many Chinese people like you in North America."

Shiing-Shen Chern is Chen Shengshen's name. As Hassler Whitney said, there are indeed many Chinese scientists in North America.

After the other party finished speaking, Chen Guohua said:

"Thank you very much for the invitation, but I'm used to living in the capital. I'm not used to speaking English, nor am I used to eating your food..."

Then he looked at Chen Shengshen and said:
"Professor Chen, I know that I have been away from my motherland for many years, and I also became a North American citizen four years ago..."

"But I still want to tell you a few words. The motherland will become stronger and stronger, and we need mathematical talents like you very much..."

When Hassler Whitney heard this, he immediately became anxious and quickly interrupted what Chen Guohua was saying.

Although Hassler Whitney's Mandarin is average, he can still understand what Chen Guohua means.

If Chen Guohua really persuades Chen Shengshen to return to the mainland, Hassler Whitney believes that someone in North America will definitely cause trouble for him.

"Chen, your capital city is not good, the academic environment is too bad, and the basics of mathematics are not good."

Hearing the other party's vigorous spewing of dirty water, he was obviously furious, and Chen Guohua and others immediately laughed.

"Stop using these excuses to fool others." Chen Guohua interrupted the other party directly and said:

"Hassler, I don't want to argue with you. If you want to prevent Beijing from hosting the 1970 conference, then starting from next month, I will publish three to five papers every month. By then I hope You can review it."

After leaving these words, Chen Guohua stopped talking to Hassler Whitney. Instead, he looked at Newanglina, Petrovsky and others and said:
"Everyone, I hope you can seriously consider that our capital city does have the strength to hold a conference, and our report meeting this time and the last one held at Baiyun City CUHK were also very successful, weren't they?"

"In addition, no matter what, as long as you don't agree, then starting from next month, I will definitely take time to conduct mathematical research, but then I'm afraid I will have to trouble you to come to the capital to attend report meetings more often."

hiss!
Hearing Chen Guohua's words, Naiwang Linna and others were all stunned.

Three to five papers per month? Does Chen Guohua want to be Erdos?
Because the latter is truly highly productive, publishing several papers almost every year, and the quality is not low.

After Chen Guohua finished speaking, he left the auditorium.

Seeing him leaving, the guys didn't react yet. After all, the news Chen Guohua said was too shocking.

Erdesh jumped up happily and rubbed his palms excitedly. Originally, he wanted to catch up with Chen Guohua, but suddenly thought of something and said to Hassler Whitney:

"Hasler, although I also look down on you, I have to say that you did a great job today."

At the beginning, Erdesh had to wander around and had no formal career because of bastards like McKinsey.

And Hasler Whitney is a very typical North American, so Erdesh also hates the former.

If Chen Guohua really publishes three to five papers every month because of Hassler and Whitney, then the biggest beneficiary is definitely Erdesh.

After all, he lives at Peking University, so he can do research together with Chen Guohua.

Even the top mathematical problem of Riemann Hypothesis was solved in advance.

At the beginning of this century, Hilbert proposed twenty-three mathematical problems, and in the past half century, there are many mathematical problems proposed by top talents in different fields such as physics and mathematics.

If Chen Guohua is willing to take action, then it shouldn't be difficult to solve such a problem, right?

"Nai Wanglina, I really hope you won't agree to Chen's invitation so quickly, because I really want him to be able to solve more mathematical problems..."

"please!"

After saying that, Erdesh turned around and immediately ran out in the direction Chen Guohua left.

Behind him, Chen Shengshen, Newang Linner, Gelfand and others suddenly looked at each other: What the hell is going on?
After Hasler Whitney reacted, he snorted disdainfully:
"Hmph, even if you, Chen Guohua, are a genius, how can you really be able to produce three to five papers every month, and the quality is high enough to hold a report meeting?"

How could those top mathematical problems be solved so quickly?

Just like Fermat's Last Theorem, it has troubled the entire mathematical world for more than three hundred years. Hassler and Whitney did not believe that in the past three hundred years of history, such as Leibniz, Newton, Born and Ha Top mathematicians such as de Riemann, John Gauss, Euler, and Poincaré were never interested in Fermat's Last Theorem.

In the opinion of Hasler Whitney, Chen Guohua just happened to be lucky and had inspiration, so he happened to solve the problem of Fermat's Last Theorem.

Similar to other mathematical problems such as the Riemann hypothesis and Hodge's conjecture, how could Chen Guohua still be so lucky?
Mathematics is the basis of all subjects and a tool to unlock the mysteries of the universe. Almost every tool needs to be created by mathematicians themselves, which is almost equivalent to God. How can it be that simple?
Hearing Hasler Whitney's words, Chen Shengshen shook his head, but his heart was filled with waves.

If, if Chen Guohua can really do this, then Beijing may really become the focus of the global mathematics community in the next year or two.

There is no way, Chen Guohua's personal status is too high.

At the age of twenty-four, he is very healthy and energetic, and it is entirely possible for him to overcome the mathematical problems he just mentioned.

In this case, the next few years will likely be the fastest developing years for mathematics.

Hua Luogeng, Wu Wenjun, Duan Xuefu and others were also stunned and didn't know how to react.

Nevinlina, Gelfand, Petrovsky and others had complicated expressions, but they were thinking in their hearts that they really need to think carefully about whether they really want to replace the 1970 The conference will be held in Beijing.

"Meeting!"

For a moment, Nevanlina reacted and looked at Petrovsky, and then prepared to convene the members of the jury for a meeting and discussion.

Not far away, Heiyu Hironaka, Michael Atiya, Carl Siegel, Paul Cohen and others suddenly showed expressions of eating melons, and at the same time they also murmured in their hearts: It seems that I have to ask Chen Guohua quickly. Which issues will be studied so that they can re-select in advance and avoid this pitfall.

(End of this chapter)