From university lecturer to chief academician.

Chapter 362 Mathematics Roundtable Conference, Wang Hao: I was forced to do my own research!
Second wing.

Over a thousand people sat in their seats, waiting for the start of the report meeting.

There are dozens of reporters on both sides who are constantly filming. They will report on this grand report, and some TV stations will even broadcast it live.

The sound of the venue was a bit chaotic, until Wang Hao's figure appeared at the side door, followed by Ding Zhiqiang and Qiu Hui'an.

The three of them boarded the podium together.

Wang Hao stood in the middle and said, "Thank you all for coming from afar to listen to my report and the students' report."

He briefly introduced the process of the report, mainly the arrangement of the content reports of the three papers, and then said, "Next, my student Ding Zhiqiang will make the first report."

After he finished speaking, he sat with Qiu Huian at the side of the podium, and Ding Zhiqiang was the only one left on the podium.

All the audience's attention was on Ding Zhiqiang.

Ding Zhiqiang was obviously very nervous, and even looked a little at a loss. His body paused for a few seconds, and he coughed lightly into the headset, making sure that his words could be heard by everyone, and then walked to the whiteboard prepared behind him, facing the After drawing the graph, he took a deep breath and said, "This research originated from an idea of ​​mine."

"One of the tasks assigned to me by my teacher Wang Hao is to study the results obtained by substituting higher-order particle functions into the nodes of the smallest pair of prime numbers..."

"In the process of researching the corresponding five-dimensional graphics, I discovered a special plane of intersection..."

"It and the column formula of the Riemann function..."

Ding Zhiqiang started the introduction and introduced it step by step.

As he kept speaking, he was full of nervousness and apprehension, as well as excitement and excitement, which sometimes made the sound seem to come out of his teeth.

The scholars in the audience are also very understanding.

Some scholars even thought that if they stood on the podium by themselves, they would not necessarily perform better than Ding Zhiqiang, and it would be pretty good to be able to explain normally.

Not only because of the large audience, but also because many of them are top scholars in the field of mathematics.

For example, sitting in the first row are Qiu Chengwen, Tao Terence, James Menas, Akasayi Venkatesh, Kaucher Birkar, Mariam Mirzakhani...

Six Fields winners!
Including Wang Hao who was sitting on the side of the podium, it was equal to seven Fields winners.

What is this concept?
Even in previous international conferences of mathematicians, it is already remarkable to have invited three or four Fields winners. It is simply unimaginable for seven Fields winners to gather together.

Except for a whole row of Fields winners, the others are also quite famous mathematicians.

Randomly find a scholar in the first half of the venue, and they may all have a Cole Mathematics Award or other international mathematics awards on their heads.

When it comes to the quantity and quality of top mathematicians, the symposium is even bigger than the International Congress of Mathematicians.

Now standing on the podium to give an explanation is just a PhD student, which sounds incredible, and everyone is listening carefully during his explanation.

They also know Ding Zhiqiang.

With the release of three papers, Ding Zhiqiang has become well-known in the international mathematics community. One is that every paper has Ding Zhiqiang’s name. The third paper is related to the Riemann conjecture. Individual research contributions are identified.

In addition, because of the report on higher-order particle functions, Ding Zhiqiang talked about his own research ideas at the end of the report.

At that time, he said relevant content, including the discovery of a very valuable complex plane, which may be directly related to the Riemann conjecture. Regarding that idea, most scholars did not care, and a few scholars conducted research.

No one thought that that idea could solve the first problem of Wang's conjecture, and by the way, it also proved the Riemann conjecture.

So no one dared to underestimate the nervous little fat man in the stands. Even though he was obviously very nervous, every scholar was listening and understanding very seriously.

Flott Alsos of the Newton Institute is one of them.

After seeing the video of the report meeting, he felt that the complex plane mentioned by Ding Zhiqiang had great research potential, and he has been doing research since then, and has achieved certain results.

Flott-Alsos thinks that the speed of the results is already very fast.

He has completed many columns and compared them with the Riemann function, and made some novel discoveries.

then……

Wang Hao and his students published relevant results.

This also means that all the efforts made by Flote Alsos have been in vain.

Now Flote Alsos's mood when he came to the report meeting can be imagined. He kept a tense face, but he listened more seriously than others.

He hopes to find some bugs.

Even if it is a small mistake, even a small mistake that cannot negate the proof process, it can be regarded as an 'exit' to yourself.

Otherwise, it would be too depressing.

……

Ding Zhiqiang came to the stage to explain the original idea and part of the third paper.

In the third paper, Ding Zhiqiang is the first author, mainly because the idea belongs to him, and he has indeed made great contributions in the research. The third paper is to prove that the non-trivial zeros of the Riemann function are contained in the five-dimensional intersection line complex within the plane range.

At first, it was a lot of arguments related to the complex plane, and then it was related to the transformation of the Riemann function.

This is the basis for subsequent arguments.

After finishing the explanation of the Riemannian function transformation, Ding Zhiqiang breathed a sigh of relief, faced the audience, and said, "I will leave it to my teacher." After he finished speaking, he bowed to the audience, and then quickly Step over to the side.

When he got to the side seat, Ding Zhiqiang covered his face with his hands, and said to Qiu Hui'an after a long time, "How about what I just said? I'm so nervous."

"very good!"

Qiu Hui'an gave Ding Zhiqiang a thumbs up, and then said with a distressed face, "You're done, I haven't started yet..."

He was also very nervous.

Ding Zhiqiang can feel the pressure, of course he can feel it, even if he is sitting here, he keeps his posture upright, and even feels a little tired.

"Don't be nervous, it's nothing serious." Ding Zhiqiang glanced towards the audience.

After returning to the side position, he didn't feel nervous anymore, because the degree of attention here was far less than that on stage.

The two looked at the middle position at the same time.

Wang Hao had already walked up and walked up. He looked down at the time, and said with a smile, "It's been 10 minutes. Let's rest for 5 minutes and start again later."

After he finished speaking, he walked to the side to take a bottle of water, took a light breath, and sat down to wait for time.

This expression is too easy.

Ding Zhiqiang couldn't help sighing, "Mr. Wang is still very good, so I'm not nervous at all."

"nonsense!"

Qiu Hui'an said, "If you have won Fields and solved several significant math problems, you will definitely not be nervous. From our point of view, everyone in the audience is a master of mathematics. From Teacher Wang's point of view..."

"Maybe……"

Ding Zhiqiang continued, "Is everyone in the audience worse than me? Is everyone more trash than me?"

"Cough cough~~~"

Qiu Hui'an quickly covered his mouth and whispered, "Do you dare to speak louder? There is a media recording next to it."

Ding Zhiqiang glanced at the recording equipment next to him, quickly lowered his head with a dark face, showing an expression of 'I'm a good baby'.

Five minutes later, Wang Hao returned to the stage to give an explanation.

The follow-up content is a comparative analysis of the equations, functions and other content listed by Ding Zhiqiang, because it involves five-dimensional graphics, it is very difficult to understand.

Because of this, Wang Hao did not let Ding Zhiqiang continue, but came to the stage to speak.

After reaching this part of the content, his explanation was not slow. It only took about four or ten minutes to complete the follow-up part of the third paper. However, the scholars in the audience felt that their thinking was clear and they completely kept up with the pace of understanding. .

This is the effect of "The Gift of Teaching".

"The Gift of Teaching" is not the first time, the effect of improving comprehension efficiency has been as high as '60.00%', plus Wang Hao is good at teaching, he knows where the specific difficulties are, and he will explain the difficult places in detail. The passage of places can not only speed up the explanation, but also make it easier for scholars to understand.

Of course, good explanations are directly related to the 'quality' of scholars.

The audience is all math bigwigs.

Even the scholars sitting in the last row have at least the title of 'Professor of Mathematics', and they have all studied the papers. At least they know the specific steps, so the speed of understanding is naturally much faster.

In fact, the fast comprehension speed of scholars in the audience is not only the effect of the "gift of teaching", but also the effect of "gift of scientific research".

"The Gift of Scientific Research" can increase the speed of others' inspiration acquisition by eight times. Scholars who have not done relevant research will naturally not have any effect.

Like Flot-Alsos, it's completely different.

When the explanation was halfway through, he had already fully understood the whole content, and he had already understood everything that he didn't understand before.

At the same time, his mood became even more depressed.

"So it is!"

"So simple!"

"I didn't expect to be in the same position for so long..."

"If you thought of it before, you may have completed the research long ago, and you can prove in advance that the non-trivial zero point of the Riemann function is contained in the complex plane of the intersection line corresponding to the node function of the smallest pair of prime numbers..."

……

"Riemann Hypothesis and Special Complex Plane" is the third paper published, but it is the first content explained in the report.

After completing the explanation of the relevant content, there was a 10-minute break in the venue, and then came the second content, which is the paper "The Special Complex Plane of the Minimum Prime Number Pair of Node Functions".

Most of the content in this part is the analysis of the intersection line complex plane.

Considering the time relationship of the report meeting, most of the content is simply explained, and the corresponding columns are given.

There is nothing to explain about these contents, because they are all derivation and analysis processes, just read the papers.

Of course there are still difficulties.

The most difficult thing to understand is the follow-up "argument on the concentration of prime number points" and the proof that "other positions of the five-dimensional figure do not contain prime number points". Conclusions for the Intersecting Complex Plane'.

This part of the argument took an hour.

Wang Hao also took the time to explain. Their plan was to finish the first two parts in the morning.

The third part is the most difficult, so I will leave it in the afternoon for explanations.

In the end it was done as planned.

The afternoon is the key to the explanation. To demonstrate the first problem of higher-order particle functions, the scope of knowledge involved is large and the difficulty of understanding is very high. It is also the place where many scholars concentrate their problems.

In the afternoon, the schedule is expected to be three hours, Qiu Hui'an will explain for one hour, and the rest of the time will be Wang Hao's.

In fact, Qiu Hui'an's research contribution also focused on the content of the second paper. He is also the second author of the second paper, and his contribution is also very large.

Of course.

Wang Haocai contributed the most to the research. He is the corresponding author of the three papers and the author of the first and second papers.

Judging from the name of the author of the paper, it is known that Ding Zhiqiang contributed much more than Qiu Wen.

This is also true.

The research originated from Ding Zhiqiang's idea at the beginning, and the inspiration is the most important in the research of cutting-edge science.

During the entire research process, Ding Zhiqiang also played a very important role, especially the third paper related to the Riemann Hypothesis. He personally did a lot of work and provided a lot of inspiration incidentally.

The third paper is also the most concerned, because it involves the Riemann conjecture, and it is also the most reported.

In fact, all the scholars present knew that the second paper, "Proof of the First Problem of Higher-order Particle Functions", that is, the explanation in the afternoon was the most critical.

For Riemann's conjecture, the three papers are all proof processes, but Riemann's conjecture is only the incidental result of "the proof of the first problem of high-order particle function".

It is hard to imagine that the major mathematical problem of the century has become a by-product of other research.

But, that's what it is.

……

noon.

Wang Hao sat in the dining room with a group of mathematicians, including himself. There was a Fields Award winner on the table, and others included Qiu Chengwen, Kaucher Bircar, James Menas and Mariam Meer Zakhani, and Flott Alsos, Russell Barton and others.

They made a round table around it.

There were two reporters next to Wang Hao who followed Wang Hao all the way, and they continued to shoot on the table.

Although they were only scholars present, each of them was a top mathematician and had long been used to being interviewed, so naturally they didn't care about being followed by reporters.

But even Qiu Chengwen and James Menas were shocked when they saw the 'lineup' on the round table.

James Maynas said with a smile, "It's the first time I've had dinner with so many Fields winners."

"Me too."

"The same is true..."

Others nodded their heads one after another.

Mariam Mirzakhani laughed and said, "Is this a math roundtable?"

"Mathematical roundtable conference, this word is very interesting." Qiu Chengwen, the oldest, said with a smile, "So, shall we discuss some major issues in the field of mathematics?"

"What major problem?"

Rossell Barton was sitting across the seat from Wang Hao. He patted the American reporter next to him and said, "We are going to hold a round table meeting on mathematics, so why don't you ask questions?"

"Me? Question?"

The reporter was a little dazed at once, but his professionalism was good, so he reacted immediately and asked Wang Hao, "Dr. Wang Hao, can you talk about higher-order particle functions?"

Wang Hao smiled and said, "Higher-order particle functions have many directions, which one do you mean?"

Qiu Chengwen smiled and said, "Isn't this embarrassing?"

The reporter was not stumped. He made preparations before coming to the interview, and immediately said, "Now that you have solved the first problem, what do you think of the other problems?"

Everyone looked at Wang Hao.

On the issue of higher-order particle functions, Wang Hao is undoubtedly the most authoritative, and others also want to know his views.

Wang Haodao, "I attach great importance to the second problem, because it can be used as the basis for shaping the mass point of annihilation theory."

"As for the third question, Mr. Wiles raised it himself, but if you think about it carefully, it may even be more important."

"It may contain the most basic laws of numbers..."

When this sentence came out, the people on the table couldn't help thinking. The third question was, "Whether there are integer points that are not all prime points in higher-order particle functions."

If it exists, it is naturally nothing.

If it does not exist, it is of great research value, and it should or may contain special laws.

Some people, such as Flot-Alsos, his eyes lit up immediately after hearing this. He thought of many things and felt that he had found a new direction.

Since it was a round table meeting and no one else spoke, the reporter simply continued to ask, "So, Dr. Wang Hao, what is your next direction in the field of mathematics?"

"I don't have a plan yet."

Wang Haodao, "The main reason is that I am not interested in the study of pure mathematics."

"..."

"..."

Saying a word made everyone else silent.

Wang Hao explained calmly, "Actually, what I am interested in is theoretical physics, the study of annihilation force, and now I am doing research on higher-order particle functions, just because I hope to find one that can be used as the basis for mass point shaping." mathematical tool."

After saying this sentence, the others immediately understood, and their eyes became very complicated at the same time.

They didn't quite understand Wang Hao's "not interested" just now, and thought that Wang Hao was "blasphemy" proudly, but they could understand it after thinking about it.

Wang Hao's achievements in physics are even higher than in the field of mathematics, because he created annihilation physics.

In the field of mathematics, no matter how many problems are solved, it is only a simple problem solving, which can only play the role of accumulating basic mathematical theories.

In physics, he has created an internationally recognized discipline, and it has also been confirmed by numerous experiments. The content related to annihilation force has become the most cutting-edge research in the field of physics and technology.

When the scholars on the round table were all sighing, Wang Haochang sighed and said with a sigh, "There is no way!"

"Einstein studied general relativity and was able to find Riemannian geometry as a mathematical tool. He was really lucky."

"I was studying the basic mass point problem of annihilation theory, but I couldn't find a mathematical tool that I could use..."

"In recent decades, too little and too little progress has been made in mathematical theory."

"So, I can only research tools by myself..."

"Ah~~"

A group of people suddenly raised their mouths, hoping to understand Wang Hao's mood, but...

The so-called 'truth' heard in their ears, and they couldn't help clenching their fists.

Really, so annoying!
(End of this chapter)