Chapter 356 Wang Hao: Can this prove the Riemann Hypothesis?
After hearing Qiu Hui'an's explanation, Birkar and others lamented that Wang Hao valued Ding Zhiqiang, but they were no longer interested in the research itself.
They did not think that the research conducted by Wang Hao's students would be very significant.
Bill Carr even felt that Wang Hao wanted to use a real mathematical research to help Ding Zhiqiang improve his personal experience level, so he asked him to join him -
After all, Ding Zhiqiang’s main direction is algebraic geometry, which is the same as Bill Carr’s.
In this direction, Wang Hao is not yet proficient.
Birkar thought about it and finally sighed, "Ding Zhiqiang, you are so lucky. Wang Hao thinks so highly of him and spends so much energy to train him..."
That's Wang Hao!
Wang Hao is the world-renowned top scholar, and his time is very precious. 'Time is money. If it is placed on him, it can be modified to 'time is gold.'
He spends so much time tutoring a student....
What a luxury!
Qiu Hui'an felt sour when he heard other people's discussions, but he was also Wang Hao's student and was assigned to conduct research together, so he still wanted to continue to participate.
The good news is that in the subsequent research process, there will be more opportunities for him to participate. Because, the direction.
This research mainly involves algebraic geometry, function theory, and number theory.
Ding Zhiqiang's direction is algebraic geometry, and he can also participate in function theory, but number theory is Qiu Hui'an's field.
Therefore, Qiu Hui'an also joined the research and was no longer a bystander. When he actually joined in, he found that the research was not what he imagined. It was carried out because of Wang Hao's importance to Ding Zhiqiang.
of.
The starting point of the research is indeed what Ding Zhiqiang calls "feeling", to study the complex plane in rough shaping of five-dimensional graphics. But even if it cannot be proved in the end that the complex plane is related to the Riemann Hypothesis, extracting a part of the research process will be a big achievement.
At worst, you can publish an SCI article.
Qiu Hui'an also became interested and devoted himself to the research together with Wang Hao and Ding Zhiqiang.
Unfortunately, the research is too difficult.
Not surprisingly, they only made some small progress and soon encountered a new bottleneck.
This bottleneck lasted for a week and was not resolved.
It is normal for mathematicians to encounter bottlenecks in research. Sometimes, if they cannot understand a certain point, they may get stuck directly, and there will be no progress in the follow-up. Then the research will be shelved, or it may be considered as 'impossible'
conduct'.
When faced with this situation, many mathematicians will choose to take time to think instead of focusing on solving the problem.
Because many problems cannot be overcome. Wang Hao is different.
He already knows the conclusion, that is, the complex plane corresponding to the red line is directly related to the Riemann Hypothesis. The two are included and included. Since the conclusion is certain, it must be proved.
Wang Hao took the time to open his email that day and found an email from Professor Gao Ming of Shuimu University, asking him if he would give a report on the results of 'Higher Order Particle Function'.
Wang Hao was about to send an email to refuse, but his fingers stopped on the keyboard. Making a report?
That makes sense!
In recent years, most of his research has been in the direction of science and technology, which has almost made him forget his old profession.
Teaching!
During the teaching process, it is easier to get more inspiration when there are many scholars in the audience giving feedback.
Wang Hao immediately responded to the email, "I am going to give an academic report on 'Higher Order Particle Functions' in the conference room of Xihai University Mathematics Center next week. Welcome to come and have academic exchanges."
Afterwards, he found Luan Haiping, dean of the School of Science, Zhu Jianrong from the school's Science and Technology Department, and others, and explained his preparations for an academic report on 'Higher Order Particle Functions'.
Luan Haiping and Zhu Jianrong were immediately happy.
Wang Hao occasionally teaches courses on mathematics and theoretical physics.
Every time a class starts, it attracts many people to attend the class. However, the school’s professional academic reports go back more than three years.
The study of higher-order particle functions shocked the international mathematics community. It can be called the biggest discovery in number theory research in recent decades. Even if it only appears in the form of a conjecture, its importance far exceeds the proof of Goldbach's conjecture.
Goldbach's conjecture is, after all, just a mathematical problem.
Higher-order particle functions' cover many prime numbers, which may contain the laws of prime numbers that have never been cracked.
Wang Hao's completion of the proof of Goldbach's conjecture only solved a difficult mathematical problem. The shaping of higher-order particle functions opened up a very exploratory field for mathematicians to study numbers.
direction, its value is even immeasurable.
If you give a normal academic report, you will definitely be able to attract many top mathematicians.
Wang Hao didn't seem to care about the impact of the report. He seemed to just want it to be a formality, "The time will be next Tuesday."
Zhu Jianrong asked tentatively, "Should we postpone it a little longer? Next Tuesday is too close, and it will be difficult for scholars from other countries to catch up."
"It doesn't matter."
Wang Hao said nonchalantly, "We can provide the report video. If other scholars are interested, no matter who they are, they can download the video and watch it at will."
"..."
Zhu Jianrong tugged at the corner of his mouth. He actually hoped to use the opportunity of the report meeting to attract more scholars to enhance the academic influence of Xihai University.
Video available?
What does that have to do with Sokai University? At most, the background is the conference room of the Mathematics Center of Sokai University.
"All right."
Zhu Jianrong could only agree. He thought that the Chinese and English bilingual school name and school logo of Xihai University would be printed everywhere in the conference room, including some of the whiteboards used.
In addition, two more banners can be placed on top? That’s okay too....
...
Reports will be finalized quickly.
Xihai University sent invitation letters to some universities and famous domestic scholars. Scholars who saw the invitation letter and noticed that the time was next Tuesday felt a little funny.
This chapter is not over yet, please click on the next page to continue reading! The invitation letter for the normal report meeting will be confirmed in a month at the worst.
This will give you time to make arrangements in advance.
In addition, the venue is Xihai University, and you have to travel long distance by plane. How many days do you have to prepare?
When I took a closer look and found that it was Wang Hao giving the report, all the problems disappeared. That was Wang Hao's report, a report on higher-order particle functions that has great influence in the international mathematics community. Wang Hao probably didn't care at all how many people there were.
Go ahead?
Of course, the report does not worry about the audience at all.
After they saw the invitation letter, they immediately began to arrange the time and couldn't wait to fly to the West Sea.
The report meeting was held very quickly, and a large number of scholars came.
Scholars from some well-known domestic universities, as well as scholars from the Institute of Mathematics of the Academy of Sciences and other institutions, also made the conference room that can accommodate 200 people overcrowded early.
When the report meeting officially started, many people were talking about one name - Ding Zhiqiang.
The main content of this report is the shaping of higher-order particle functions, that is, based on the Riemann function and higher-order equations, to deduce higher-order particle functions.
The higher-order particle function was created by Wang Hao alone. He was naturally the protagonist of the report, but he also brought Ding Zhiqiang with him to help with a short argument.
In addition, Ding Zhiqiang will also explain the possible correlation between the intersection plane of five-dimensional graphics and the Riemann Hypothesis.
Therefore, Ding Zhiqiang’s name is also among the speakers.
After Wang Hao officially came on stage, he introduced Ding Zhiqiang to everyone and asked Ding Zhiqiang to start.
This can also be regarded as exercise for students.
Ding Zhiqiang is obviously a little nervous. Those sitting below him can be said to be mathematicians.
Boss, it turns out that he was a Ph.D. student on stage to explain. He felt that a year of embarrassment was concentrated in these ten minutes.
Off stage.
Bill Carr sat in the middle of the second row.,
Next to him were Fu Guosheng and Gao Ming, who came on behalf of the Mathematical Science Center of Shuimu University. They were old colleagues with Bill Carr and sat together after arriving at the scene.
Because Ding Zhiqiang is just starting from the beginning, most of the content is in the paper, so you don't need to listen too carefully.
The three of them were communicating quietly.
Gao Ming sighed and said, "This Ding Zhiqiang is very popular with Academician Wang Hao. I know him. Academician Wang Hao has his name on several of his studies."
Birkar nodded in approval, "Indeed."
He added, "Wang Hao has been spending a lot of time with him recently. It seems that if he has an idea, Wang Hao will study it with him. It's really a hands-on training."
"But I don't think he has achieved much personally. However, another student of Academician Wang Hao, Qiu Hui'an, is somewhat famous in mathematics."
"Legendre's conjecture?" Fu Guosheng immediately pointed it out.
Birkar said, "I also think Qiu Hui'an is very good. He was able to complete Legendre's conjecture in graduate school. He has been studying mathematical methods until now. He is very promising."
When several people were talking, Ding Zhiqiang had already finished explaining. He took a long breath, bowed politely and walked to one side.
Next it’s Wang Hao’s time.
Wang Hao stood on the stage and said, "My student Ding Zhiqiang has completed the beginning, and the derivation has reached the analysis of equations and changed Riemann functions..."
"Next..."
He turned around to face the whiteboard and continued to explain the next part seriously. At this time, everyone in the venue also became serious.
The report has reached the point.
Wang Hao's explanation is naturally completely different from Ding Zhiqiang's. With the bonus of "Teaching Feedback", every part of his explanation is easier to understand.
Many scholars in the audience also found that after Wang Hao came to the stage to give an explanation, he immediately understood what he had missed a moment ago and the new content was easy to understand. He even continued to think deeply and came up with many new things.
At the same time, the inspiration value of the task is also increasing. [Task 4, inspiration value +1.]
[Task four, inspiration value +2.] [Task four, inspiration value +1.]
······
In one and a half hours, the report was all over.
There was a fifteen-minute break in the middle of the whole process. Relying on Wang Hao's detailed explanation of the content, most of the scholars present understood the derivation process of higher-order particle functions, and they also felt that they had gained a lot. After listening to the report,
It feels like I have gained more than if I had studied it for days or even weeks.
"It is indeed a report by Academician Wang Hao!"
"It's a worthwhile trip!"
"I found that Academician Wang Hao is not only good at research, but also good at giving reports. He speaks so clearly that you can understand it as soon as you listen."
"Yeah, it's really amazing!"
"If Academician Wang Hao focuses on teaching, he will definitely be a very good teacher..."
After the report, Wang Hao set aside half an hour to answer questions from scholars in the audience.
Later, Ding Zhiqiang came on stage again.
This time Ding Zhiqiang came on stage and still started from the beginning. Because he had already had an experience, he acted much calmer and spoke his thoughts seriously.
"In the process of studying the node function of the minimum prime number, I found that in the corresponding five-dimensional figure, there is a complex plane that is worth studying..."
As I was talking just now, the staff had already brought over a whiteboard with five-dimensional graphics drawn on it, with a special red line marked in the middle.
"Look at this red line. It corresponds to the complex plane where many high-dimensional graphics intersect."
"I don't think this is just a coincidence..."
Ding Zhiqiang explained his thoughts, just like a newcomer in the academic world making a presentation to a large number of academic leaders, hoping to gain their support.
This is his mentality.
But obviously, his expression was not clear. After talking for a long time, many scholars in the audience did not even understand why the position marked by the red line corresponded to a complex plane.
At this time, Wang Hao came on stage.
The reason why Ding Zhiqiang was asked to make the initial statement was simply because the idea belonged to Ding Zhiqiang, but if he wanted to get inspiration he had to go on stage himself, so he immediately explained in more detail.
Its contents mainly include two-
One is the particularity of the red line corresponding to the complex plane.
The other is that the red line corresponds to the complex plane, and there is some correlation with the Riemann Hypothesis.
This correlation was discovered from the mathematical situation and is not a very complete proof, but it is also part of their research progress. Very few scholars will speak out about their research directly, which also surprises many scholars.
Wang Hao didn't care.
When it comes to research speed, he believes that no one can be faster than him. Even if others know about the research, it doesn't matter at all.
What's more, he gained a lot of inspiration during the academic report process and found a clear direction. The only difference was that he had to go back and make a summary.
Now, the inspiration value is still growing.
After Wang Hao finished explaining in detail, there was a lot of discussion in the audience. Some scholars felt that the research was very meaningful. If they continued in the direction, they would probably make new discoveries.
However, most scholars don't care.
From their point of view, Wang Hao just gave his students a "platform" and encouraged them to express their opinions and explain their research on such an important occasion.
That's all. Is this research important?
Do not make jokes!
If the research was very important, would Wang Hao still ask students to speak out directly? Now Wang Hao has achieved his goal.
After this report meeting, everyone remembered Ding Zhiqiang's name. If they meet on other occasions in the future, other people will probably give him some respect.
At the same time, there were also scholars who were interested in the research direction, and Gao Ming thought a lot along the direction.
He turned to Birkar and asked, "Academician Wang Hao said that the complex plane may have some correlation with the Riemann Hypothesis?"
"He seems to be very interested in this... Could it be that this research is related to proving the Riemann Hypothesis?"
Birkar shook his head and said, "It shouldn't matter. I think he is just training students."
Because he didn't know much about research, he didn't know how to explain it. He turned around and suddenly saw Qiu Hui'an, and immediately waved to Qiu Hui'an to come over.
Qiu Hui'an came over and heard Birkar's explanation. He immediately shook his head at Gao Ming and said, "Professor Gao, this is impossible. I am also studying it with Teacher Wang."
"We are just studying the complex plane. At most we are guessing that it is related to the Riemann Hypothesis, but we are definitely not trying to prove the Riemann Hypothesis!"
After he finished speaking, he seemed to feel that he was not sure enough, so he added, "It is impossible to prove it at all."
Now Gao Ming has no doubt...
The report will end.
Wang Hao spent a busy day entertaining the scholars who came and also participated in the follow-up academic exchange sessions.
Many scholars come to Xihai University not only to listen to lectures, but also to have an opportunity to have academic exchanges with other scholars. Exchanges in mathematics are very important.
For example, two scholars with similar fields may have certain ideas that can help each other.
Wang Hao has been surrounded by scholars, asking them various mathematical research questions, and he has been busy for a whole day before finishing.
When the next day came, I simply rushed into the office of the Mason Number Laboratory.
He couldn't wait any longer.
The academic lecture brought a lot of inspiration, and the inspiration value of the task also increased to '73' points.
This number
We are not far away from completing the research.
Wang Hao had a lot of ideas in his mind. He just made simple notes and only now did he have time to analyze them carefully.
He found that he had a clear idea and proved that all non-trivial zero points of the Riemann zeta function were included in the complex plane corresponding to the red line.
"There is indeed a sound idea..."
"But, how is it possible?" Wang Hao sorted out the thoughts in his mind and felt a little incredible, "If all the proofs can be completed, why is the inspiration value only 73 points?"
"Isn't this the final result?"
Wang Hao continued to think, simply putting aside the problem of proof and taking the conclusion as it was.
Then he thought of a key question, "All non-trivial zero points of the Riemann zeta function are included in it, and there are many other points in this complex plane..."
"Is there a possibility that all the prime points of the minimum prime pair node function are in the complex plane corresponding to the red line?"
"If this is the case, it may be possible to prove it by combining the characteristics of the minimum prime number pair node function and the rules of the occurrence of prime numbers in mathematics..."
"Because all non-trivial zeros of the Riemann zeta function are included in it, doesn't it prove the Riemann Hypothesis?"