From University Lecturer to Chief Academician

The report will end, but the influence will continue to ferment.

Many top scholars were interviewed and immediately stated that they were sure that the Riemann Hypothesis had been proven.

"I've got it all."

"I listened to the whole process from beginning to end, and I didn't find any problems. All logic is a perfect closed loop."

"I don't think there is any need to judge again. The Riemann Hypothesis has been proven, which is a fact. But I think that the Riemann Hypothesis may not be important, what is important is the higher-order particle function..."

"Wang Hao is a very good speaker. His explanations are very clear. Before I came, I didn't understand some content, but now I understand everything."

"Now, I can say with great certainty that the Riemann Hypothesis has become Riemann's Theorem..."

"..."

The top scholars who were interviewed by the reporter all said the same content. They very much recognized the content of the report and were very sure that the Riemann Hypothesis had been proven.

This might sound normal, but it's actually pretty amazing.

It is not easy to obtain the recognition of so many top scholars for the report on the world's top mathematics problems.

For example, Andrew Wiles gave a report on Fermat's conjecture at the Newton Institute. After the report, champagne was opened to celebrate, but no top mathematician stood up to confirm that the content of the report was completely correct.

Later, Andrew Wiles submitted the paper, and several problems were pointed out by the reviewers.

It's different now.

Many scholars who listened to the report were very sure that the Riemann Hypothesis had been proven, including several Fields winners and other very influential scholars.

In fact, the difference is that Wang Hao published the paper first, and then gave the report.

In addition, the paper he published is very attractive, because it is not a proof of the Riemann conjecture alone, but the Riemann conjecture is just an incidental result, and the research on the first problem of higher-order particle functions is the core.

Higher-order particle functions are the latest research direction, which will naturally attract the attention of scholars.

In this way, many scholars will spontaneously study the content of the paper, not just want to check the correctness of the proof.

After they have done a certain amount of research, they only need to understand what they don't understand when they go to the proof report meeting, which is relatively natural and much easier.

Facts have also proved that the judgment of scholars is correct.

Only three days later, the Institute for Advanced Study at Princeton University announced the recognition of Wang Hao's proof of the first problem of higher-order particle functions and the Riemann Hypothesis.

At the same time that the Institute for Advanced Study at Princeton University released the news, a spokesperson was interviewed, "The research team we established agreed that the proof is completely correct."

"The Riemann conjecture is a thing of the past, and it will become a new theorem in mathematics."

"This is an exciting moment!"

"At the same time, we think the most valuable is the proof of the first question of Wang's function, which also guides the research of number theory..."

After that, the Erfurt Academy of Sciences in Germany also released a message to approve the proof process.

After that, Newton Research Institute, Fenlan National Academy of Sciences, Royal Swedish Academy of Sciences...

etc.

Until a week later, the Clay Institute of Mathematics also released news confirming the correctness of the proof.

The Clay Mathematics Institute’s determination is slower, but the mathematics community can understand it, because they not only confirm the proof, but also need to spend one million dollars to award Wang Hao as a solution to the seven major mathematical problems of the millennium. bonus.

A spokesman for the Clay Institute of Mathematics was very angry. He said, "We are very happy to see again that someone has won the million-dollar prize for the Millennium Math Problem."

"Interestingly, we have issued it once, to him at the same time, for the NS issue."

"Now it's for the Riemann conjecture."

"It's amazing, it's amazing, it's amazing... I hope we can issue more times, so that we can promote more development in mathematics..."

...

When the proof of Riemann's conjecture was confirmed, public opinion became really hot.

Wang Hao is naturally the core of public opinion.

His personal achievements in the field of mathematics are too many. The top results include Goldbach's conjecture, NS equation problem and Riemann's conjecture, and the second ones include the hail conjecture, the study of Mersenne prime numbers and the demonstration of Artin's constant. ,etc.

The Riemann Hypothesis is very meaningful. It belongs to Hilbert's eighth problem and is also one of the seven major mathematical problems of the millennium.

Wang Hao personally completed two of the seven major mathematical problems of the millennium, and also completed two of the eighth problems of Hilbert - Goldbach's conjecture and Riemann's conjecture.

Therefore, many people in the public opinion are looking forward to, "For the whole world, if you want to solve the remaining mathematical problems, you still have to rely on the great god Wang Hao!"

"There are still four millennium problems left. I wonder which one Wang Hao will solve next?"

"Maybe it's the twin prime number conjecture! Hilbert's eighth problem mainly includes three problems, Goldbach's conjecture, Riemann's conjecture, and twin prime number conjecture. If you solve the twin prime number conjecture, Wang Hao will complete all the prime number problems. .”

"Now that the Riemann Hypothesis has been completed, Master Wang Hao can be said to be the 'first person in number theory'!"

The ancients said that there is no first in literature.

Even in the field of mathematics, there are many branches, and it is difficult for scholars in different fields to compare.

But in the field of number theory, Wang Hao's achievements include Riemann's conjecture, Goldbach's conjecture, hail conjecture, argumentation of Artin's constant, calculation method to find Mersenne prime numbers, and so on.

Each of the above results taken individually is definitely the best in the world, all added together...

unimaginable!

Therefore, it can be clearly said in public opinion that Wang Hao is "the number one person in the direction of number theory".

At the same time, some top mathematicians have come forward and said that the proof of Riemann's conjecture is only an "incidental result", "it (Riemann's conjecture) is only a high degree of attention."

"But in fact, the biggest achievement is the proof of the first problem of high-order particle functions. The study of the complex plane of intersection lines is much more important than the Riemann conjecture, and it is also of great significance to the future research of number theory. "

"It can be said that the high-order particle function guides a general direction of research on numbers and prime numbers, a very promising general direction!"

In addition to Wang Hao being constantly admired and sought after, Ding Zhiqiang and Qiu Hui'an also benefited from the influence of the results and became very well-known scholars, and they also became the focus of heated discussions.

Although Ding Zhiqiang and Qiu Hui'an were only participants in the research, their contributions would certainly not be as high as Wang Hao's, but Wang Hao's reputation was already very high, and it was meaningless to discuss it.

Ding Zhiqiang and Qiu Huian are different. They are the new focus, and they are still PhD students, so they have a lot of public opinion potential to tap.

The discussion about Ding Zhiqiang is the most, and he has a very interesting "reversal of public opinion".

In the previous report on higher-order particle functions, Ding Zhiqiang stood up and explained his thoughts, but even in the international mathematics community, few scholars cared about it, and the public opinion was even more one-sided, thinking that only Wang Hao was cultivating students. Allow students to express their views in public.

That's all.

Now it is the "reversal" proof. Ding Zhiqiang's idea is very important, so important that it helped prove the Riemann Hypothesis.

This reversal is something that public opinion loves to talk about.

Compared with Qiu Hui'an, he is a little worse. He doesn't have any explosive points of public opinion, and he has only completed Legendre's conjecture. His personal resume is relatively better, and he is also considered to have a "prospect".

A workshop in the Mason Lab.

Ding Zhiqiang and Qiu Hui'an were sitting together, talking about public opinion with excitement and excitement, talking about some news reports related to themselves.

By the way, we also talked about the future.

Ding Zhiqiang said with a smile on his face, "There must be many colleges and universities inviting you, right? I have also received a lot of emails."

The latter sentence is the key, and he then said ostentatiously, "Academician Qiu Chengwen of the Mathematical Science Center of Shuimu University invited me, and said that he would sign a formal work agreement in the past, work for two years, and accumulate enough teaching hours before he can be promoted to a professor."

"There are also Capital University and Jinkai University. Maybe they know that I want to go home?"

"There are two invitations from foreign universities, did you see that? Princeton University! They said they invited me to visit and have a job interview. If I go there, I should be appointed as a professor, right?"

"And Penn State..."

Ding Zhiqiang kept talking, he received a lot of invitations, including high-efficiency at home and abroad, some professional academic institutions, and even the Institute of Mathematics of the Academy of Sciences.

Qiu Hui'an said four words very calmly, "Me too."

They all received similar invitations.

The report just completed is too important. It not only solves the Riemann conjecture problem, but also the results of higher-order particle functions are even more important, and it is also considered an important direction of number theory.

Universities at home and abroad will naturally hope to invite research participants, even if they are only named participants, their ability level is worthy of recognition.

Ding Zhiqiang and Qiu Hui'an are both Ph.D candidates, and they are so outstanding at such a young age, it can be said that they have a bright future and a promising future.

Qiu Hui'an had read the email a long time ago, he didn't have any difficulty in choosing, and said bluntly, "I've already made up my mind to go to Sanji University, right in my hometown." After he finished speaking, he explained, "My parents are both old and young. When I grow up, my father has heart disease and high blood pressure, and my mother is not in good health, so going back to Shanji is close to home, and the treatment is good."

"It's a pity..."

Qiu Huian said depressedly, "Actually, I want to stay, but I'm an only child, and my parents are used to the environment in my hometown. Even if they are asked to come...they are not used to it."

"I can't be so selfish..."

He said shaking his head.

Ding Zhiqiang nodded understandingly, but he didn't think about so many issues, because his parents were both under fifty, so they didn't feel any pressure at all.

but……

That's a great excuse!

"My situation is the same as yours!" Ding Zhiqiang sighed, "I am also an only child, and my parents are also old. My body... cough, anyway, I must take care of my parents nearby."

"What a pity..."

"Really, I really want to stay in school, and you can see from the public opinion that Mr. Wang Hao values ​​me, and I know...it's a pity."

"No way, life will always be involuntary."

"Oh~~~"

After Ding Zhiqiang finished speaking, he let out a long sigh.

...

at the same time.

Wang Hao is already at the experimental base two hundred kilometers away from Xihai City.

This time, the extreme pressure experiment with strong annihilation force is going to be carried out. The experiment is not technically difficult at all, that is, after the device is turned on and continues to operate, it can continuously charge the internal field force.

Under the environment of the spiral magnetic field, the strong annihilation force field is completely attached to the surface of the internal anti-gravity field, and at the same time, it’s “squeezing the anti-gravity field”, that is, it has a certain influence on the internal anti-gravity field.

This effect increases the strength of anti-gravity.

"We have done dozens of experiments, and it is determined that the field strength of 70 will increase to about 81 in about one minute." He Yi said the conclusion of the experiment, "At most one time, the field force lasted for 71 seconds, Field strength increased by 83."

"I didn't continue after that..."

"Academician Wang, how long do you think the continuous charging can last? Will the field force continue to increase?" He Yi is very curious about this question. The reason why they dare not let the equipment continue to operate is because of 'field force charging' would be dangerous.

The "extreme pressure test" to be carried out now is to continuously charge the internal field force, keep the device in a state of being turned on all the time, and see what will happen.

Wouldn't the strength of the internal antigravity field increase all the time?

When is the limit?

What about F-rays?

If the so-called 'limit' is reached, will the intensity of the f-rays produced be greatly increased?

etc.

All of these may be answered in the experiment, but the experiment also has many uncertainties. For example, continuous charging may make the internal field force reach the extreme value, resulting in an explosion and so on.

Wang Hao thought about it carefully, "I think the internal field force will continue to increase, but it also has extreme values."

"This may be related to the strength of the helical magnetic field."

"Of course, this is my opinion, and I will know when the experiment is done."

There are many uncertainties in current experiments, and the most important job is to prevent accidents and ensure safety.

In addition to some necessary safety measures, they also decided to create a relatively weakened magnetic field on the periphery of the device to prevent gaps in the operation of the helical magnetic field, which may cause the burst of F-ray problems.

This weakened magnetic field will deflect the F-rays, so that it will not pose a safety threat to peripheral personnel.

The preparation for the experiment is a series of safety arrangements, including dealing with violent explosions. An underground explosion-proof facility was dug outside the base, with a depth of about 20 meters, plus a large pile of reinforced concrete for protection. Safety is guaranteed even in the event of an explosion.

Wang Hao went to check the underground explosion-proof facilities, and when he came out, he was talking to He Yi. Chen Mengmeng came over with the phone, "It's Qiu Hui'an."

"Qiu Hui'an?" Wang Hao was a little puzzled.

Chen Mengmeng said, "He said there is something very important."

"Very important? Did the research find something?" Wang Hao answered the phone in confusion, and then heard Qiu Hui'an talk about Ding Zhiqiang's question.

"Ding Zhiqiang really wants to stay in school? His parents are both in his hometown, so he has no choice but to go back to work?"

"Okay, I get it now."

Wang Hao put down the phone, and couldn't help but feel a little moved. He was indeed his best student. After graduation, he hoped to stay in school and do research with him all the time.

But it is true that life is always involuntary.

He can understand Ding Zhiqiang.

So he decided to help Ding Zhiqiang solve all the problems, so that Ding Zhiqiang can realize his dream, stay in school and work with peace of mind, and devote himself to scientific research.