Genius of the Rules-Style System

The announcement by Yanhua University regarding Zhao Yi’s speech made many outsiders feel dissatisfied.

They felt that Yanhua University was a bit too much.

In order to promote the school, they even want to hold a lecture on Goldbach's conjecture in the school. In fact, let alone the world's top proof of the conjecture, even the second-level conjecture or other achievements, Yanhua University has some Not up to the mark.

Goldbach conjectures that for such top-notch results, the first choice place for the first speech will usually be the world's top universities or international-level academic conferences.

For mathematics, the first choices are Princeton University and Oxford Academy.

For lectures given in China, the first choice is Shuimu University or Capital University. In comparison, Yanhua University is a notch behind in terms of scale and influence.

That's what's dissatisfying.

Shuimu University and Capital University are the most dissatisfied. They feel that Yanhua University seems to be challenging the status of universities.

Zhao Yi went to the Mathematicians Conference and won an award. He completed several papers on three-dimensional tremor waveform diagrams, as well as further proof of the weakened twin prime conjecture. In addition, in terms of quantum physics, computer methods verified new particles, which is the best in the country. The research results were all produced by Zhao Yi, and each one of them also raised the reputation of Yanhua University.

Top students from various provinces have now expressed their preference to apply for Yanhua University instead of Shuimu University or Capital University.

This is the impact of continuous results.

When Yanhua University appears in the news every time, it gives the impression that only Yanhua University can produce top achievements, while Shuimu University and Capital University are just famous and have not produced any outstanding achievements. What top results.

But in reality?

There is only one Zhao Yi at Yanhua University, but one Zhao Yi can surpass a large number of top professors.

This is where it gets depressing.

Shuimu University just spent money to establish the Mathematical Science Center this year. The leader is the Fields winner Qiu Chengwen, who is famous. But when Zhao Yi completed two methods to prove the results of Goldbach's conjecture, Qiu Chengwen seemed to have nothing to do.

There are two conjectures that attract the most attention and are of great significance in mathematics. One is Fermat's conjecture, and the second is Goldbach's conjecture. Andrew Wiles completed Fermat's conjecture and was recognized as the world's number one mathematician.

Zhao Yi proved Wiles's mistake and brought him down from the altar. He himself used two methods to prove Goldbach's conjecture. From now on, no one in the world would dare to say that his mathematical level can match Zhao Yi's. Yi is on par.

Such a character...

Why did you apply for Yanhua University?

The admissions office leaders of Shuimu University and Capital University all reflected on it. There is no doubt that they still did not pay enough attention to the competition for Zhao Yi. They only regarded him as a top high school student, but at the student level. .

If they knew that Zhao Yi could reach this point in one year, they would have tried to poach him at all costs, even asking the principal and vice-principal to go into battle in person...

Regret is useless!

There is no doubt that giving top-notch presentations will help the school’s reputation and influence in the world.

In fact, Yanhua University did not decide to let Zhao Yi give a lecture in the graduate building at the beginning. In other words, they did not have the right to make the decision.

This was proposed by Zhao Yi.

He did not consider speaking at other universities at all.

Many people suggested that he give a speech on a more influential stage, including some professors in the school, such as Zhou Li and Hu Zhibin, who all had similar views.

Zhao Yi still clearly refused.

If you were an ordinary scholar, after your research yielded results, you would definitely want to show yourself on a larger stage and let more top people recognize your achievements.

He doesn't need it at all.

It doesn't matter what big stage or influence it has. Even if he doesn't even give a speech, his achievements will be recognized by the world.

This is determined by the nature of the research.

In addition, it also has something to do with the proof process. Wiles’s Fermat conjecture was proved and he gave three reports at the Newton Institute.

why?

Because most people don't understand it at all, he needs to explain it in detail so that people who can understand can understand it.

Zhao Yi's proof was not needed at all. He did not use his own proof method, nor did he use very complex mathematical methods.

For most top mathematicians, as long as they have enough basic knowledge, it will take them one day to understand their papers.

This is also the reason why after he completes the submission, he is sure that the next issue will be published.

When mathematics researchers can easily understand the content, they naturally do not need to give lectures on a larger stage, because the results themselves are world-class and do not need to be recognized by special people at all.

This is how Zhao Yi proved Goldbach's conjecture, which is different from Wiles's proof of Fermat's conjecture. He is not worried about any subsequent disputes like Wiles did.

So, speech is really just a situation.

Since it's just a temporary situation, of course it can be anywhere.

Yanhua University is very good.

In the doorstep, close distance, and familiar environment, there won't be many people who don't like it. Those who want to come can come and listen, and those who don't come can forget it. The most important thing is that he can continue to enjoy it without wasting time at all. College life.

College life is the most important thing.

Three days passed.

In the past time, the proofs of Goldbach's conjecture in "Journal of the Mathematical Society" and "New Advances in Mathematics" have been demonstrated by many top people and mathematics scholars. Many people have argued for the simple and crude proof in the "Journal of the Mathematical Society". The method of proof is amazing.

Many people have thought of that method, but everyone fell back on the complicated column argument, but Zhao Yi used the limit analysis method to complete it.

Some of the ideas and switching techniques in the middle make people feel very superb when looking at them, and they all feel like "that's how it is", as if they have found a way to the light in the misty mountains.

The generalized proof in "New Advances in Mathematics" is indeed more significant.

The analytical proof that only focuses on Goldbach's conjecture is like completing a complex problem, but its actual significance is not great. The generalized proof in "New Advances in Mathematics" discusses the covering problem of combining two prime numbers to form an even number. A large enough even number will be covered by many combinations of prime numbers, but the exact number is uncertain.

If you study the argumentation process in detail, you can even write an approximate function to analyze the most likely numerical range.

Just like the old Nash's point of view, "This can help people understand prime numbers better."

The most amazing thing about Zhao Yi's two proof and argumentation methods is that the process is not as complicated as imagined.

Not to mention the top mathematicians, ordinary people who study mathematics can understand a large part of it in three days.

In the obscure field of mathematical theory research, there are very few similar simple proof methods.

Nowadays, many new mathematical research results have discouraged some scholars who study mathematics, because the process is too complicated, and there are always some confusing logical problems in the process.

Proving this also proves that; that includes that, so this also proves that, plus the new that appears... This is the logic problem.

In addition, there will also be some uncertain and controversial mathematical theories.

Wiles's proof is a typical example. There are many logical problems in his proof, and there are also obviously uncertain theories that are used in the proof conditions.

This is what causes controversy.

Zhao Yi's two proof methods do not have the above problems. Because of this, it is easier for researchers to understand the content and the conclusions drawn will not be controversial.

Many people started discussing this, and they believed that mathematics research should be like Zhao Yi's paper.

Uncertainty is uncertainty.

For example, in the three-dimensional tremor waveform diagram, Zhao Yi mentioned in his paper that the waveform diagram is just a conjecture and is based on the Riemann Hypothesis.

OK, that's OK.

In certain research results, do not use any uncertain theories, and it is best not to use methods that are so complicated that only a few top mathematicians can understand them.

These discussions quickly spread to the Internet. Most of them were affirmative of Zhao Yi's research, while some were dissatisfied with other mathematical results——

"Look, this is called proof. Both methods are very intuitive!"

"My tutor said that he understood the proof process in "New Advances in Mathematics" and was sure that the result was correct."

"I am just a graduate student, and I understand part of the content. I also understand the overall structure of the proof."

"Studying Zhao Yi's proof paper is a kind of enjoyment. It's like doing a math problem with a definite answer, rather than digging through a smelly cesspool to find a shit-yellow stone, only to find in the end that it was just frozen Shit..."

"The description above is amazing. Thank you very much. I was eating and you successfully helped me lose weight!"

"So Zhao Yi won the Fields. Is there any objection? If the next Fields is not his, there will be no need for this award."

"With all due respect, you have missed the point. Zhao Yi used two methods to prove Goldbach's conjecture... Excuse me, what is his IQ? I guess even after Einstein is resurrected, he will be defeated!"

"I support the resurrected Einstein, he will be the king of the universe!"

"I support Zhao Yi, he is my male god!"

"I support my girlfriend Jenna, but unfortunately the neighbor aunt doesn't give her a chance. Every time I pass by, I always see her holding a gun..."

…

Time passes and the speech report is coming.

A large group of mathematicians and scholars poured into Yanhua University, and many of them were mathematicians from abroad.

They also include some of the biggest names in mathematics.

For example, Professor Hughes of Princeton University.

Professor Thomson of the University of Florida.

In addition, it also includes Terence Tao, who just won the Fields Medal. It is his first time to come to China, and the trip is completely unexpected.

Tao Zhexuan has always planned to come to China. In addition to the fact that his parents are Chinese, he also considered discussing digital compression technology with Zhao Yi.

The patent rights for digital compression technology have been applied for, and patent royalties have been negotiated with several large companies. However, specific technical issues and revenue sharing need to be discussed with Zhao Yi.

When he heard the news that Zhao Yi had completed the proof of Goldbach's conjecture, Tao Zhexuan decided to come to China. His course at the university had just ended, so he applied for academic exchange with the university to listen to Zhao Yi's speech, and then talked with Zhao Yi Yi talked about the specific issues and also planned to visit various places, just like giving himself a holiday.

Terence Tao arrived two days in advance and enjoyed different treatment——

Zhao Yi received him personally.

Zhao Yi took Tao Zhexuan to visit the university several times, talking about Goldbach's conjecture, digital compression technology and other issues.

In the evening, he took Teru Zhexuan back to the hotel, and while having dinner together, they discussed the possibility of cracking the twin prime number conjecture.

etc.

This day was very fulfilling, but Zhao Yi felt that he had to stay away from Tao Zhexuan.

Does this guy only talk about academics?

too tired!

Tao Zhexuan's mathematics level is indeed very high. He knows a lot about everything and can be said to be proficient in many aspects. He also has an understanding of some theories in the field of applied mathematics. Zhao Yidu only feels that it is beyond his reach. In terms of accumulation of knowledge, he and It is indeed worse than the world's top level.

At nine o'clock in the morning on the day of the speech, the graduate building of Yanhua University was under martial law, and only people with work permits and invitations could enter.

The large conference room was overcrowded early in the morning.

In addition to those who were invited and well-known scholars who came on their own initiative, there were also many students who came with their tutors.

Too many people are also a big worry. The capacity of the conference room is limited, and visitors cannot be allowed to listen to reports in the corridor. The person in charge held a small meeting before deciding to actively eliminate some people.

There's nothing we can do about it.

The lectures were arranged in the morning and afternoon, with three hours in the morning and three hours in the afternoon. Zhao Yi wanted to explain the two proof methods of Goldbach's conjecture.

The reason for this arrangement is related to the difficulty of the two proof methods.

Although the simple and crude proof method takes longer, as long as you understand the key points of studying the formula and then use the limit changes to analyze, it is equivalent to a complex mathematical problem.

This method is very simple to explain.

In a broad sense, proving the combination of prime numbers in pairs, covering all even numbers, is relatively more difficult and will take longer. Coupled with the subsequent questioning time, it may not even be completed in three hours.

Zhao Yi stood in the small preparation room in the conference room, looking at the people in the venue from a distance, looked down at the time, and took a deep breath.

He was a little nervous.

His nervousness stems from the results of Goldbach's conjecture.

If he hadn't actually arrived to give a speech, he really wouldn't have felt much. But seeing so many mathematicians and scholars gathered in the conference room of Yanhua University, he directly felt the impact of completing Goldbach's conjecture. How big.

but……

He completed the proof in two ways, and to put it bluntly, it was nothing.

In the morning, I only explained the simplest and most direct method, and there was no pressure at all. But after explaining one method, will there still be pressure on the other method?

So, it’s okay.

Zhao Yi took a deep breath and tried his best to maintain a good mental state.

"It's almost time." Hu Zhibin reminded next to him.

When it comes to making speeches and reports, Hu Zhibin is like Zhao Yi's assistant, responsible for many things, including helping Zhao Yi with PPT, documents and materials needed for the speech, and introducing important guests, etc.

Zhao Yi adjusted his clothes and walked into the venue with a confident smile.

The conference room suddenly became quiet.

Those who had never seen Zhao Yi were really shocked when they saw the young face walking on the stage.

too young!

Although I know that Zhao Yi is not yet 20 years old, the feeling of seeing him is still different. Most people in the field of mathematics are the youngest to do research in their late twenties. At the age of 20, they still look a little immature. It is really strange. imaginary age.

When Zhao Yi walked onto the stage, his nervousness was completely gone. He said, "Thank you all for coming to Yanhua University and listening to my report on the proof of Goldbach's conjecture."

"My first proof method is very simple. I will describe the reasons for the proof at the beginning, and then there will be discussion and analysis. At the end, I will set aside some time for everyone to ask questions."

After speaking, he bowed slightly to everyone, followed the designed steps, opened the PPT page, and then began to explain the proof in detail.

Because the method used is very straightforward, that is, let N be a natural number, use N as the center point to make the symmetric number of the previous prime number, and then multiply all the symmetric numbers together to analyze the maximum factor of the complex formula obtained.

The difficulty of the proof method lies in the analysis of the column formula.

Giving a lecture is different from giving lectures to students. Because the students don’t understand anything, they need to explain it in detail. There are experts and scholars in the field of mathematics sitting below, so there is no need to bother.

Those very simple things can be passed directly through PPT, and only the core points of the proof will be explained in detail.

This also results in the explanation being very fast.

Most of the people who came to listen to the report have read the published paper. Even if they don't fully understand it, they know the overall proof process. What they want to hear is also the most critical part -

Limit transformation analysis.

Zhao Yi used the method of limit transformation analysis to crack the complex column formula. In the process, he transformed the column formula and split it for discussion. Finally, he came to the conclusion that the maximum factor is greater than or equal to N.

After Zhao Yi explained the key points in detail, the people at the venue discovered that it was indeed what Zhao Yi said at the beginning. After knowing the key points, the proof process is not complicated. No wonder many people can understand it easily.

Zhao Yi explained for about forty minutes, and then it was time for questions.

The one-hour schedule was tight, but in fact, not many people asked questions about the proof process.

Most people are reflecting...

The proof process is not too complicated, and there are not many knowledge points involved. It seems like solving a very difficult problem.

but……

"Why didn't I think of that?" The thinking soon yielded results.

Still a key question!

The key points that Zhao Yi explained did not sound complicated, just because he had already solved them. When he really thought about them, it was like finding a correct path in an extremely complicated maze.

That's not easy!

It is indeed easy to reach the end point by following the path, but without knowing the correct path, most people will get lost. If they make a mistake along the way, they will be stuck in the maze.

This takes too much time.

If you are unlucky or have no other means, even if you study for decades or hundreds of years, it will be difficult to get out, not to mention that most people do not have such perseverance.

"Is Zhao Yi just lucky?" Many people are thinking.

of course not.

If Zhao Yi only completed Goldbach's conjecture, proving it in this way would definitely be attributed to luck, but before he completed the proof, he was already a world-recognized master of number theory.

So...it's normal.

The brain thinking of geniuses is different from that of ordinary people.

It is best for ordinary people not to try to understand geniuses, otherwise they will only suffer merciless blows.