Wing No. 2.

More than 1,000 people sat in their seats, waiting for the start of the presentation.

Dozens of reporters on both sides are filming the event, and some TV stations will even broadcast it live.

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

Wang Hao stood in the middle and said, "Thank you for coming all the way to listen to my report and that of my students."

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

After he finished speaking, he and Qiu Huian sat on the side of the podium, and Ding Zhiqiang was the only one left on the podium. The attention of the audience was focused on Ding Zhiqiang.

Ding Zhiqiang was obviously very nervous, and even a little at a loss, his body paused for a few seconds, and coughed lightly into the headset, making sure that the words could be heard by everyone, before walking to the whiteboard prepared behind him, facing the graphics drawn on it, taking a deep breath and saying, "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 the higher-order prime function into the smallest prime pair node..."

"And in the process of studying the corresponding five-dimensional graph, I found a special intersection plane ....." "It is the columnar formula of the Riemann function..."

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

As he continued to speak, his heart was full of nervousness and apprehension, as well as excitement and excitement, resulting in the sound he sometimes made that seemed to come out of his teeth.

The scholars in the audience are also very understanding.

Some scholars even think that if they stand on the podium by themselves, they may not perform better than Ding Zhiqiang, and it is already very good to be able to explain normally.

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

For example, in the first row are Qiu Chengwen, Tao Zhexuan, James Menas, Akasayi Venkatsh, Kaucher Birkar, and Mariam Mirzahani.....

Six Fields winners!

Coupled with Wang Hao, who was sitting on the side of the podium, it was equivalent to seven Fields winners. What is this concept?

Even in previous international congresses of mathematicians, it is already remarkable to be able to invite three or four Fields winners, and it is simply unthinkable that seven Fields winners will gather together.

With the exception of a full row of Fields laureates, the others were all quite famous mathematicians.

In the first half of the room, a random scholar is randomly selected, and they may all have a Cole Prize in Mathematics on their heads, or some other international mathematics prize.

In terms of the number and quality of top mathematicians, the conference was even grander than belonging to the International Congress of Mathematicians.

Now standing on the podium to give a lecture, he is just a Ph.D. student, which sounds incredible, and in the process of his explanation, everyone is listening carefully.

They also all know Ding Zhiqiang.

With the release of three papers, Ding Zhiqiang has become well-known in the international mathematical community, one is that each paper has Ding Zhiqiang's name, and the third paper related to the Riemann conjecture, he is still 'a work', clarifying his personal research contributions.

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

At that time, he said that he had found a valuable complex plane, which might be directly related to the Riemann hypothesis, and most scholars did not care about that idea, and a few scholars studied it.

No one thought that that idea would solve the first problem of Wang's conjecture, and incidentally proved Riemann's conjecture.

So no one dared to underestimate this nervous little fat man in the stands, even if he was obviously very nervous, every scholar listened very carefully and understood very seriously.

Flort Assos, Newton Institute

It is also 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 he has achieved certain results.

Flotte-Assos thinks he's been able to produce results at a fast pace.

He has done a lot of columnar formulas, compared them with Riemannian functions, and made some new discoveries. And then....

Wang Hao and his students published relevant results.

This means that all the efforts made by Flotte-Artsos have been in vain.

Now you can imagine the mood of Flot Assos, who has been listening more carefully than the others when he comes to the briefing.

He hoped to find some bugs.

Even a small mistake, even a small mistake that cannot negate the proof process, can be regarded as "venting your anger." Otherwise, it's too depressing.

--

Ding Zhiqiang took the stage to explain the original idea, as well as 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 a great contribution to the research, and the third paper is to prove that the non-trivial zero point of the Riemann function is included in the range of the five-dimensional intersection complex plane.

It starts with a bunch of complex plane-related arguments, and then relates to the transformation of the Riemann function. This is the basis for subsequent arguments.

After finishing the explanation of the transformation part of the Riemann function, Ding Zhiqiang exhaled lightly, faced the audience, and said, "I'll leave it to my teacher", he bowed to the audience after speaking, and then walked quickly to the side.

When he got to the side seat, Ding Zhiqiang covered his face with his hand, and said to Qiu Hui'an for a long time, "What did I just say? It's so stressful."

"Good!"

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

He was also very nervous.

Of course, he can feel the pressure that Ding Zhiqiang can feel, even if he is sitting here, he has always straightened his posture, and he even feels a little tired.

"Don't be nervous, it's no big deal." Ding Zhiqiang glanced at the audience.

When he returned to the side, he didn't feel nervous, because the attention here was much less than on the stage.

The two of them looked at the middle in unison.

Wang Hao had already walked up, he looked down at the time, and said with a smile, "It's been forty minutes, everyone rest for five minutes, and start again in a while."

After he finished speaking, he walked to the side and took a bottle of water, took a sip and sat down to wait for time. This expression is too relaxed.

Ding Zhiqiang couldn't help but sigh, "Teacher Wang is still amazing, not nervous at all." "Nonsense!"

Qiu Hui'an said, "If you have obtained Fields and solved several significant mathematical problems, you will definitely not be nervous. In our opinion, the audience is full of math bosses, in Mr. Wang's opinion.....

"Maybe..."

Ding Zhiqiang continued, "Everyone in the audience is worse than me? Everybody is more rubbish than me?" "Ahem~~~"

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

Ding Zhiqiang glanced at the recording equipment next to him, and quickly lowered his head with a dark face, showing a look of "I am a good baby".

Five minutes later, Wang Hao returned to the stage to explain.

The follow-up content is to make a comparative analysis of the equations, functions and other contents 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 by himself.

After this part of the content, he explained at a slow pace, and it only took about 40 minutes to complete the follow-up part of the third paper, but the scholars in the audience felt that their thinking was clear and completely kept up with the rhythm of understanding.

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

"The Gift of Teaching" is not the beginning, the effect of improving the efficiency of understanding has been as high as 60%, plus Wang Hao is good at teaching, he knows where the specific difficulties are, and the more difficult places are explained in detail, and the simple places can not only speed up the explanation, but also make it easier for scholars to understand.

Of course, there is a direct relationship between the effectiveness of the lecture and the "quality" of the scholar. The audience is full of math bigwigs.

Even the scholars who sit in the back row, at least have the title of mathematics professor, have studied all the papers, at least know the specific steps, and the speed of understanding is naturally much faster.

In fact, the speed of understanding of the scholars in the audience is not only the effect of "The Gift of Teaching", but also the "Gift of Scientific Research". "The Gift of Scientific Research" can increase the speed of inspiration for others by eight times, and scholars who have not done relevant research will naturally have no effect.

For example, Flotte-Artos, it's a different story at all.

Halfway through the explanation, he had fully understood all the contents, and some things he didn't understand before had already been understood.

At the same time, his mood became even more depressed. "I see!"

"It's that easy!"

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

"If I had thought of it before, I might have completed the research a long time ago, and it could have been proved in advance that the non-trivial zero point of the Riemann function is included in the intersecting complex plane corresponding to the node function of the least prime pair.....

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

After the explanation of the relevant content, there was a 20-minute break in the venue, and then it was time for the second content, which was the paper "The Special Complex Plane of the Least Prime Number to Nodal Functions".

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

Considering the time of the presentation, most of the content is simply explained and the corresponding column formula is given. There is nothing to explain about these contents, because they are all derivation and analysis processes, and you can just read the papers. Of course, there are still difficulties.

The most difficult thing to understand is the subsequent 'argument for the concentration of prime points' and the proof that 'the other positions of the five-dimensional graph, excluding the prime points, can be deduced together to derive the conclusion that the prime points are concentrated in the intersection complex plane'.

This part of the argument took an hour.

Wang Hao also took the time to explain again, and their plan was to complete the first two parts in the morning. The third part is the most difficult, so I will leave it for the afternoon to explain.

In the end, it was completed as planned.

The afternoon is the key to the explanation, the first problem of the higher order particle function is demonstrated, which involves a large range of knowledge and is very difficult to understand, and it is also the place where many scholars concentrate on the problem.

In the afternoon, it is expected that the arrangement will 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 contributions are also concentrated in the content of the second paper, and he is also the second author of the second paper, and his contribution is also very large.

Of course.

Wang Hao is the biggest contributor to the research, he is the corresponding author of three papers, and he is also the author of the first and second papers.

From the point of view of the name of the author of the paper, it is known that Ding Zhiqiang has contributed much more than Qiu Wen. This is also true.

Research originated from Ding Zhiqiang's idea, and inspiration is the most important thing in cutting-edge scientific research.

Ding Zhiqiang also played a very important role in the whole research process, especially the third paper related to the Riemann conjecture, he personally did a lot of work, and also provided a lot of inspiration by the way.

The third paper, which has attracted the most attention because it involves the Riemann conjecture, is also the most reported.

In fact, all the scholars present knew that the second paper, "Proof of the First Problem of the Higher Mass Point Function", that is, the afternoon lecture was the most crucial.

For the Riemann conjecture, all three papers are proof processes

, but the Riemann conjecture is only a by-product of the proof of the first problem of the higher-order particle function.

It is inconceivable that the major mathematical problems of the century will become the collateral results of other research. However, this is the truth.

... Midday.

Wang Hao sat in the dining room with a group of mathematicians, including himself, with a Fields Medalist on the table, along with Qiu Chengwen, Cowchel Birkar, James Menas and Mariam Mirzahani, as well as Flort Justus and Roselle Patton.

They made a round table around them.

There were two reporters next to him who followed Wang Hao throughout the whole process, and they were also constantly shooting on the table.

Although they were all scholars, each of them was a top mathematician, and they had long been accustomed to being interviewed, so naturally they didn't care about having reporters follow them.

But even Qiu Chengwen and James Menas felt a shock when they looked at the "lineup" on the round table. James Menas laughs, "It's the first time I've eaten with so many Fields winners."

"Me too." "The same....

The others nodded their heads.

Mariam Mirzahani laughed and said, "Is this a mathematical roundtable?"

"Roundtable in mathematics, that's an interesting word." Qiu Chengwen, the eldest, said with a smile, "So, are we going to discuss some major problems in the field of mathematics?"

"What's the big problem?"

Rosel-Barton, who was seated across from Wang Hao, patted the Amriken reporter next to him and said, "We're going to have a roundtable on mathematics, can you ask questions?"

"Me? Questions?"

The reporter was suddenly a little confused, but his professionalism was good, and he immediately reacted and asked Wang Hao, "Dr. Wang Hao, can you talk about the higher-order particle function?"

Wang Hao smiled, "There are many directions for higher-order particle functions, you mean?" Qiu Chengwen opened his mouth and smiled, "This is a little embarrassing, isn't it?"

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 about the other problems?"

Everyone looked at Wang Hao.

On the question of the higher-order particle function, Wang Hao is undoubtedly the most authoritative, and others also want to know his opinion. Wang Hao said, "I attach great importance to the second question, because it can serve as the basis for the shaping of the quality point of the annihilation theory."

"As for the third question, it was Mr. Wiles himself, but when you think about it, it may be even more important." "There may be the most basic rules of numbers in it.....

The third question is whether there are integer points of non-fully prime points in the higher-order prime point function'.

If it exists, it is naturally nothing.

If it doesn't exist, it is very valuable for research, and it should probably contain special laws.

Some, like Fromt Assos, suddenly light up when they hear this, they think of a lot of things, and they feel that they have found a new direction.

Since it was a round table 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 any plans for the next step."

"The main reason is that I am not interested in the study of pure mathematics." One sentence came out and silenced everyone else.

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

When this sentence was spoken, the others immediately understood, and at the same time, their eyes became very complicated.

They didn't quite understand what Wang Hao said just now that he was 'not interested', and thought that Wang Hao was proudly "talking big", but if you think about it carefully, you can understand.

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

In the field of mathematics, no matter how many problems are solved, they can only solve the problem and can only play a role in the accumulation of basic mathematical theories.

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

When the scholars at the round table were all sighing, they heard Wang Hao sigh and say with a sigh, "There's no way!"

"Albert Einstein was working on the general theory of relativity, and he was really lucky to be able to find Riemannian geometry as a mathematical tool." "I was working on the fundamental quality of annihilation theory, but I couldn't find a mathematical tool that I could use..... "In recent decades, the progress of mathematical theory has been too little, and the development rate is too slow."

"So, I can only study the tools myself....." "Alas~~"

A group of people immediately pulled the corners of their mouths vigorously, they desperately hoped to understand Wang Hao's mood, but .....

Hearing this so-called "truth" in their ears, they couldn't help but clench their fists. It's really, so annoying!