Berlin, Germany.

About fifteen years ago, the International Mathematics Alliance established its headquarters in this historic city.

The headquarters is located in the city center.

The purpose of establishing a headquarters is to keep pace with the times to improve the operational efficiency of the organization and promote support capabilities of global mathematical cooperation.

Of course, there is a headquarters that often has some effect. At least there is a place that can store files for various funding projects.

The reason why it is based in Berlin is because it can receive funding from the German Federal Ministry of Education and Research and the Berlin State Government.

In recent years, as China has become increasingly influential in the mathematics community, the Chinese people at the headquarters here are also showing an increase in their faces.

After all, the proportion of Chinese mathematicians in the Council of the Supreme Management Organization of the Alliance is also increasing year by year.

There are many people and naturally they have the right to speak. Especially in recent years, Chinese mathematicians have always been very united when they are external.

The reason is that those who are not united have been kicked out. Of course, I have to thank Qiao Yu. Although he is still a senior member of the International Mathematics Alliance and does not serve in it.

However, most Chinese mathematicians who can join the International Mathematics Alliance Council and various branches below have made excellent research on Qiao algebraic geometry.

So many times when expressing opinions internationally, I can only choose to choose to follow the lead of Qiao Yu.

Especially when there is controversy, many times, Qiao Yu has to help him speak.

Qiao Yu has expressed his internal opinions in public more than once that Chinese mathematicians can fully discuss them. When expressing to the outside world, they must be united.

A few years ago, two Chinese math masters actually started arguing about some research trivial matters at a high-end mathematics forum.

It was a very fierce incident at that time. It even had a sense of topic than the rebellion between Mr. Yuan and Tian Yanzhen.

The result is also very touching.

It is said that Qiao Yu and his two students carefully read the two bigwigs since they were doctoral students.

Then Qiao Yu also sent a letter to the editorial agencies of two district-one journals. After some discussion, the two bigwigs each had two papers removed from the shelves.

One of them had a good chance to win the academician directly, but it turned out to be a waste of time because of this incident.

Since then, almost all Chinese mathematicians have been very polite to their own people when they are outside.

After all, this cannot be said to kill a chicken or a monkey. It is completely like killing a monkey or a chicken, even if it is one of the three major standing committees under the International Mathematics Alliance.

You should know that the Mathematical Standards Committee is definitely the most disharmonious among the three standing committees, and there are often quarrels.

Mathematicians from different countries with different academic backgrounds here are mathematical research methods, educational methods, and symbolic standardization, and in most cases they are unyielding.

After all, this means whether the research results of a group of people are recognized by the world.

There are eighteen core members of this year's Mathematical Standards Committee. Among them, there are five Chinese mathematicians, which have broken through the historical extreme value.

In addition, there is currently a temporary representative and two observers in China.

In addition to the core members of the committee, these representatives and observers are also important for the formulation of a series of standards in mathematics.

Especially when it comes to international cooperation.

There is no way. If the standards are set too outrageously, it may also lead to some people establishing a new school and not playing with the alliance. Of course, it is impossible to follow the ideas of a certain country. Many times, it is even involved in political and power struggles.

After all, the influence of the academic community, especially the basic science community, is extremely important to many pretentious major countries.

Many times, the right to speak is accumulated in this way.

When a group of people who have the most cutting-edge knowledge need these great powers to recognize, their thoughts and speech will naturally be biased.

The specific situation in China is probably that China could not compete in the past, but now China is too lazy to compete.

Qiao Yu created a generalized modal axiom system, and the Qiao algebraic geometry that extended to the present, has largely unified mainstream mathematical symbols.

For the new generation of young people who are willing to devote themselves to algebraic geometry research, the generalized modal axiom system is almost a compulsory course.

Although mathematicians from different regions still use different symbols to represent the same concept, there are fewer and fewer mathematicians of this type.

The generalized modal axiom system has been officially included in the standard reference theorem set at the 2030 World Mathematician Conference, with the number 1CM-2030-Thm6.18.

From that time on, it means that the mainstream mathematics community in the world has recognized the recognition of the unity of many mathematical symbols by the generalized modal axiom system.

So if there is no internal dispute, for many Chinese mathematical masters, the Mathematical Standards Committee has become a place for everyone to get their qualifications.

To a certain extent, Qiao Yu's existence was actually very heartbreaking for many ambitious mathematicians of the Chinese era.

Or it can be directly extended to the world's mathematics community.

After all, when a person has a cliff-like lead in the industry, it can make everyone else look dull.

Many mathematicians even suspect that when descendants in the next century look back on the mathematical development of this world, they will probably only remember Qiao Yu's name.

Including top genius mathematicians such as Peter Schultz, Tao Xuanzhi, etc. who are highly anticipated by the Western mathematics community,

It can probably only be classified as others.

It is not because Qiao Yu solved the problem of Riemann's conjecture this century, but because the influence of the generalized modal axiom system is too far-reaching.

With the help of this system, many mathematical research institutions around the world have made great progress in the research on many difficult problems in recent years.

For example, a team has already proved the four-color problem through Qiao algebraic geometry. However, the paper is currently under review.

But according to the reviewer, the possibility of approval is very high.

Originally, Qiao Yu was one of the most ideal reviewers, but after all, he used the method he created, but unfortunately Qiao Yu directly refused.

For other mathematicians, papers that can review such difficult problems are a recognition of their level.

At the same time, we can also get in touch with and verify the new methods they are interested in.

But for Qiao Yu, reviewing manuscripts is just a matter of causing trouble for himself.

This is probably one of the reasons why Yuan Zhengxin and Tian Yanzhen thought that Qiao Yu had experienced it was too relaxed some time ago.

But from this time on, everything will change again.

Zhu Zhengze arrived at the headquarters of the International Mathematics Alliance early in the morning.

This building is located in the heart of Berlin. It is affiliated to the Institute of Applied Analysis and Randomization of the Erstrasse.

As members of the Mathematical Standards Committee, mathematicians certainly don’t have time to sit in the same shift as ordinary people.

But the committee has many chores to deal with, such as coordinating and guiding academic activities.

These chores are extremely professional, and ordinary people are simply unable to do these jobs, so they adopt the rotating system.

Every member has to take time to stay here for a while during the past four years to complete those trivial administrative work and make professional decisions.

Zhu Zhengze's turn will be on the turn of the next half month.

After sitting in his office, making a cup of tea, Zhu Zhengze opened his email.

Although I have to be busy with the work of the committee, as a doctoral supervisor, the school’s affairs cannot be ignored. Fortunately, the Internet is now developed, and most of the situations can be solved by email.

Recently, the International Mathematics Alliance has replaced the three major committees and the office computers of the Secretariat with the Tai Chi series of China.

With the updated multi-dimensional display conference system, it is easier to hold some small meetings online, and information security can be done better.

Adding holographic reality can make you feel more realistic. The only troublesome thing is the jet lag.

However, Berlin Summer Time is only six hours away from China.

He arrives at the office on time at 9:00 every morning. At this time, it is 3:00 pm in China, which is exactly the afternoon working hours, so it is very convenient to communicate.

Zhu Zhengze opened his email as usual and saw the font with the title marked red at first glance.

After looking at the sender, it turned out to be an email sent to him by Tatsuo. He immediately clicked on the email.

There is no way, Yu Yanzhen's current status in the Chinese mathematics community is really special.

Not only because many people think that he is only a line away from the Fields Medal, but also because he has a student named Qiao Yu.

Those who are engaged in mathematical research in China do not have to offend them. Many bigwigs in the line between Huaqing and Yanbei must not be provoked.

Zhu Zhengze thought this was good because he was from the Yanbei clan and belonged to the vested interests.

Including that he was elected to the committee, Yanbei University has also made great efforts.

Therefore, we naturally respect our own school bosses like Tian Yanzhen.

"Professor Zheng: The attachment is Qiao Yu's latest research results. You need to compare the letter Qiao Yu published by Tao Xuanzhi during this period to seriously study it. It is best to hold an extraordinary meeting for discussion. If you have any questions, you can call me at any time.

The email is just a few words.

But it has gained enough attention from Zhu Zhengze.

After all, Tian Yanzhen is very clear. The attachment is Qiao Yu’s latest research results!

Some time ago, Tao Xuanzhi directly transferred to the open letter on his blog, but it still has heated discussions in the entire mathematics community.

As far as he knows, several mathematical institutes have begun to overcome the problem of sticky terms.

After all, partial differential equations have always been a popular mathematical research direction.

If the method given by Qiao Yu really works, it can not only solve the problem of N-S equations, but can unify equation processing methods in multiple fields, and even provide new numerical simulation methods.

For example, it can be completely deconstructed similar to N-S partial differential equations, so that non-linear terms that were originally unprocessed can be converted into calcable geometric invariants.

As I said, the greatest significance of solving a difficult problem in mathematics is not to solve the problem itself, but to create many novel mathematical methods and tools for future generations, allowing the subject of mathematics to continue to develop forward.
To be continued...