[Task 4.] 】

[Project Title: Finding the Correlation Between the Intersecting Complex Plane of the Minimum Pair Nodal Function and the Riemann Conjecture (Difficulty: S.)] 】

[Inspiration value: 80.] 】

Looking at the inspiration value data displayed on the system task, Wang Hao's eyes didn't move, and he thought carefully in his mind.

The system prompted an increase in inspiration, proving that his train of thought was definitely correct, and at the same time, the '80' point of inspiration also indicated that the research had not been completed and that there were still problems to be solved.

And there's more to it than one.

Wang Hao quickly thought of three problems that needed to be solved, and the first one already had a clear idea, which was to prove that all the non-trivial zeros of the 'Riemann ζ function were contained in the complex plane corresponding to the red line.

There are two points that need to be solved in the future, one is to prove that all the prime points of the minimum prime pair node function are in the complex plane corresponding to the red line'.

The second is to "connect with the law of numbers, the sieve method, or other number theory methods to prove that the smallest prime number is a function of nodes, and substituting any prime number will solve the corresponding prime number".

The last question is actually the 'first question of the Wang conjecture' put forward by Wiles.

Although the proof may not have much to do with the shaping of quality, Wang Hao is still very motivated to study because it represents extraordinary mathematical significance.

In addition, after all the proofs are completed, the Riemann hypothesis can also be proved by the way. The Riemann conjecture can be said to be the 'collateral result' of research.

This is mainly due to the fact that there are countless prime points in the complex plane corresponding to the red line, which covers far more than the Riemann conjecture, and the Riemann conjecture is included in it, which can only be an incidental result.

After having a clear idea, Wang Hao immediately summoned two generals, Ding Zhiqiang and Qiu Hui'an.

He also quickly explained the work, "Now that I have the direction, our first step is to prove that all the non-trivial zeros of the Riemann function are contained in the intersection complex plane.....

At the same time.

Wang Hao's report on the higher order particle function is also gradually fermenting.

The report was made public, and the video of the report was publicly released, and everyone could watch it for free, and many ordinary people also clicked on the video and glanced at it.

Although most people don't understand what Wang Hao is talking about, it doesn't affect them to open the video to have a good time, and it is also contaminated with some academic atmosphere by the way.

In the video of the entire report, the most eye-catching thing is naturally not the content, but Ding Zhiqiang, who first came to power, and many people on the Internet discussed Ding Zhiqiang.

"That's the student that Wang Hao values the most!"

"Such an important report has made Ding Zhiqiang play, and only Ding Zhiqiang has played!"

"It is said that Wang Hao did the research himself, and he asked Ding Zhiqiang to explain the opening part, which is enough to show the importance attached to Ding Zhiqiang."

"But this little fat man looks average, and his eyes are a little obscene.... What does the great god Wang Hao value about him?" "Judging people by their appearance!"

"Ding Zhiqiang is also a student of Wang Hao, and he is also a very good doctor of mathematics, and his IQ definitely surpasses more than 99.9%..."

At first, Ding Zhiqiang came to the stage to help make a report, knowing that he was a student valued by Wang Hao, which recently caused widespread heated discussions on the Internet.

After many people checked Ding Zhiqiang's information, they found that Ding Zhiqiang was not unknown, he had participated in many large-scale researches, and some of the top achievements were named.

Because he has been working in the calculation group, more than a dozen papers on element matching calculation of semi-topological theory with considerable gold content are also bearing Ding Zhiqiang's name.

On well-known essay websites, look up Ding Zhiqiang and you can find more than thirty papers.

Among these papers, some are the research of the computing group, some are the research of Wang Hao, and Ding Zhiqiang has also published several papers, three of which have been selected for SCI.

Just by looking at the relevant information on the thesis website, you can know how good Ding Zhiqiang is, especially since he is only a doctoral student.

this

A resume can definitely be called brilliant!

However, among Wang Hao's students, Ding Zhiqiang is not very prominent, and can even be said to be the worst one, from the perspective of the influence of academic achievements, Ding Zhiqiang's personal research is his own achievements.

Others, including the computing group and Wang Hao's research, are just a name, and he can only say that he participated in the research work, and it is difficult to say how much he has contributed.

For many influential papers, the academic community only cares about the first author and corresponding author, and the other authors are only nominal. Several of Wang Hao's other students, Helen and Chen Mengmeng's "Strong Annihilation Power", can overshadow all of Ding Zhiqiang's achievements.

Until now, the paper "Strong Annihilation" is still considered to be the theoretical basis of the research direction of strong annihilation, and no other theoretical research can go beyond the coverage.

Another student, Qiu Hui'an, completed the "Proof of the Legende Conjecture" and was awarded the Chung Jiaqing Mathematics Prize by the Mathematical Society.

That was done while I was in graduate school.

Qiu Hui'an also has several other types of SCI papers, and his achievements in mathematics are also stronger than Ding Zhiqiang's. In short, Ding Zhiqiang is very good, but compared with his peers, it can only be said to be 'average'.

But obviously, Wang Hao is very optimistic about Ding Zhiqiang.

He not only asked Ding Zhiqiang to help him make a start, but also asked Ding Zhiqiang to explain his thoughts on the study of higher-order particle functions, and gave him the opportunity to show himself in front of many math bigwigs.

When public opinion continues to ferment, some new news appears.

For example, someone broke the news that why Ding Zhiqiang was 'favored', because he had become Wang Hao's student when he was a sophomore.

At that time, Wang Hao had just come to Xihai University, and he only had some achievements, far from being a top scholar. With such a student who followed Wang Hao's slow rise, which teacher would not 'favor'?

When public opinion fermented, there were naturally some negative comments, for example, Ding Zhiqiang had no level, and he was only named on some papers because Wang Hao valued it.

Of course, it is also normal.

Public opinion is like that, no matter what time it is, no matter who it is, there will always be some negative comments.

The academic community is more concerned about Ding Zhiqiang's research ideas, and they have noticed the complex plane corresponding to the red line standard, but most scholars agree with Qiu Hui'an's judgment.

"It is normal for the equations of high-dimensional functions, corresponding to the algebraic geometry directions, to have intersecting planes."

"This complex plane cannot be expressed in a single function, and it is difficult to say whether it is worth studying.....

"The idea that a similar complex plane appears in the graph corresponding to the equation is not even a coincidence, is naïve." "Wang Hao is just training a student and encouraging him to speak his mind bravely.....

The vast majority of scholars don't care.

But there must still be scholars who care, after all, everyone thinks differently.

Many scholars have also done targeted research, but it is very difficult to make discoveries, but there are still some scholars who have done in-depth analysis and found that the complex plane corresponding to the red line is likely to be the key to the study of higher-order particle functions.

For example, Flort Althos of the Newton Institute.

Flot Assos was a brilliant young talent, having graduated from the University of Cambridge with a degree in mathematics and then went on to work as a visiting scholar at Princeton University, where he was appointed professor in just one year.

After two years at Princeton University, he returned to Eagle Nation to join the Newton Institute. At this time, he was only thirty years old.

Now only thirty-two years old, Flott-Althos is very interested in higher-order particle functions and has been working on them since the publication of his work.

After learning about Ding Zhiqiang's thoughts from the video, he immediately contacted his own research, noticed the complex plane corresponding to the red line, and even deduced several very similar equations.

After making comparisons one by one, Flotte-Assos came to a startling conclusion,

"All the prime points of the higher-order particle function are likely to be concentrated in this complex plane!"

"This is an absolutely amazing find!"

"That student named Ding Zhiqiang is really a genius, but he is so stupid that he openly explains his research..."

Westhai University, Mason Mathematical Science Laboratory, Director's Office.

Wang Hao took Ding Zhiqiang and Qiu Hui'an to quickly complete the first problem together, and then it took another week to solve the second problem.

They proved that the smallest prime pair node function, all possible prime points, are in the complex plane corresponding to the red line.

The first problem was solved smoothly, and it even took only one afternoon for Wang Hao to complete the proof.

The second problem took a week, during which Wang Hao and the two students kept discussing, and the proof process of summarizing alone filled more than 50 sheets of A4 paper.

After completing the second puzzle, Wang Hao exhaled lightly, and the inspiration value displayed in the task reached '93', which is not far from completing all the proofs

Ding Zhiqiang and Qiu Huian were very excited.

They kept examining their work, and then a little bit of the proof process, and they couldn't help but hold up their coffee cups to celebrate, "It's finally done!"

"Great!"

Qiu Hui'an gave Ding Zhiqiang a thumbs up, "Your idea is correct, that complex plane is really important, it actually contains all the prime points, even the non-trivial zero point of the Riemann conjecture, is included in it.....

His tone was sour, awkward, and excited, in short, very complicated.

Looking back a week ago, he still felt that Wang Hao was cultivating Ding Zhiqiang, and he didn't believe that there was anything special about that complex plane.

Now that the relevant proof has been completed, Qiu Hui'an will naturally feel embarrassed, but fortunately, they have completed the research together, and he has participated in the whole process, so there is a lot less embarrassment.

In his mood, excitement dominates. This is definitely a big result!

It's just a pity...."Time is too short!"

Qiu Hui'an said with some regret, "If it is postponed for another 20 or 30 years, when the time comes, it will definitely be a major progress in the research of Wang's conjecture..."

"yes."

Ding Zhiqiang also sighed.

They know very well the work they have done, and it is definitely the world's top mathematical research, and they also know that even if the results are released, the impact is not as great as imagined, and it can only be said that it is a major progress in the research of higher-order particle functions. That's all.

This is mainly because the difficulty of the study has not been confirmed.

For example, some internationally famous mathematical problems, such as the twin prime conjecture, have been studied for decades without results, and the difficulty is naturally recognized, and after the relevant results are obtained, they are considered to be "very significant", and the relevant scholars will become very famous, and even directly crowned as "top mathematicians".

Their work is not bad at all, but the higher-order particle function is a new direction, and the difficulty has not been confirmed, and it is difficult to gain great recognition for it.

What's more, the main body of the research is still Wang Hao, and they are just doing some work.

Wang Hao listened to the conversation between the two, but he thought it was very interesting, he could naturally understand the student's mentality of 'eager to get big results', and in the next few years, he would have the same mentality.

He smiled and interrupted, "Don't worry, our research isn't done yet." "Not done?"

"Isn't it already done?"

Ding Zhiqiang and Qiu Huian looked at it together.

Wang Hao smiled, "This is not the final result, our next step is very important." They listened curiously together.

Wang Hao became much more serious, "Our next step is to connect the laws of numbers and the definition of prime numbers, and use algebraic geometry methods and geometric methods to demonstrate the inevitability of the rotation of figures on both sides of the complex plane."

「--?」

Ding Zhiqiang and Qiu Hui'an were a little confused when they heard this, and they were stunned and thought carefully for a long time before they understood what Wang Hao meant. "Mr. Wang, what do you mean is that substituting prime numbers can find the corresponding prime number points, and there is a certain correlation with the law of prime numbers?"

Ding Zhiqiang thought about it and continued, "That is, to prove that the smallest prime number is a node function, substituting any prime number will solve the corresponding prime number?"

Qiu Hui'an shouted, "Wang's conjecture is the first question?"

He continued to think and said, "If this proof is completed, plus the non-trivial zero-point problem of the Riemann conjecture, is included in the complex plane, in other words..."

He and Ding Zhiqiang glanced at each other and shouted in unison, "Riemann conjecture!" You can teach!

Wang Hao couldn't help but nod with satisfaction, just through one sentence, he could analyze so many things, and the level of Ding Zhiqiang and Qiu Hui'an was indeed quite good.

He explained, "Although the Riemann hypothesis can be proved in the end, it is only a side result, and our main thing is to complete the proof of the existence of infinite prime points in the higher-order prime point function."

"In connection with the definition of prime numbers, you can ......" and "actually....."

What Wang Hao said next, Ding Zhiqiang and Qiu Huian couldn't hear it. They were so surprised!

In any case, it did not occur to them that the study of special complex planes would involve proving the Riemann hypothesis, and that it would be .... Proof by the way?

Both of them were full of surprise and anticipation, Ding Zhiqiang couldn't wait to continue his research, and he felt that it was the first time he was so motivated to do a study.

Riemann conjecture....

This proof is just a name, and it is definitely a great honor!

Qiu Hui'an felt the same way, but he couldn't laugh a little, and his expression looked a little strange.

Ding Zhiqiang was excited, but found Qiu Hui'an's expression, and immediately asked, "What, you seem to be unhappy?" We're about to prove the Riemann hypothesis!"

"I'm happy." "Is that so?" "Really."

Qiu Hui'an's expression was full of complexity, which Ding Zhiqiang understood as "over-excited".

In fact, Qiu Hui'an's mood is indeed very complicated, he thinks back to his previous statement, especially with Kachel-Birkar, who said very sure that "it is not to prove the Riemann conjecture", and finds that he does not know how to face other people after going out. To know.....

Mr. Wang Hao originally wanted to invite Biller Carr to do research together, but later Billcard came to the Mason Mathematics Laboratory, and he said that "it's just Ding Zhiqiang's idea", and he was 100% sure that they were not doing research on the Riemann hypothesis.

It is likely that Bilkar decided not to participate because of this.

Outcome.....

....

Qiu Hui'an still went out.

It is impossible for him to stay in the office for a long time, and occasionally go out to eat with Ding Zhiqiang. Then he stumbled upon Bilkar.

Bilkar was walking forward with a book in his arms, and when he saw Qiu Hui'an and Ding Zhiqiang, he immediately waved his hand and asked, "Xiao Qiu, Xiao Ding, ? I heard that you and Wang Hao have been bored in the office for a long time. Well, is your research progressing?"

"Uh~~"

Qiu Huian touched his forehead in embarrassment and said, "There has been some progress." Birkar looked at Ding Zhiqiang again.

Qiu Huian immediately pulled Ding Zhiqiang and walked away, and Ding Zhiqiang asked a little strangely, "What's wrong?" "I'm hungry."

"But you can't just walk away, Mr. Birkar is no one else, he has a good relationship with Teacher Wang, let me tell you..... And ......"

"Let's go!"

Qiu Huian quickly pulled Ding Zhiqiang and walked towards him.

Bill Carlton was a little dissatisfied, feeling that his academic character was being questioned. There are results, don't say?

Are you still afraid that I will spread the word?

On the other side, Qiu Hui'an was eating silently, suddenly looked up at Ding Zhiqiang, and said, "Let's exercise together in the future, right?" all

Running, going to the gym, I want to learn a little taekwondo, sanda and so on.....

Ding Zhiqiang wondered, "Why?" Qiu Hui'an was silent.

He can't say that he is afraid that Bilkar will be angry and personally attack him, right? Then he made a reason, "It's time for you to lose weight."

"Get out!"

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