Liu Yuqun believes that Fu Chunjie’s chances of being awarded the award are slim.
As an old academician, he can retire and take care of himself, and he doesn't want to get involved in this kind of thing.
If the achievement levels of Fu Chunjie and Wang Hao are not much different, he will naturally support Fu Chunjie to win the award. However, the gap between the two sides' achievements is very large, and even support does not make much sense.
He didn't want to think about getting a bad reputation in the industry when he was old.
Fu Chunjie doesn't think so.
Even if the chance is very slim, he still has to work hard for it.
This is also the last chance to fight.
He is almost fifty-two years old and can no longer win heavyweight awards, and the next one will be impossible.
The Chen Shengshen Mathematics Award is a mathematics award awarded to young and middle-aged scholars.
Although the award does not have an exact age limit, in principle it will not be awarded to scholars over 50 years old, as his age has passed the 'principle' line.
Because there have been winners over 50 years old, he also had a chance, but if he misses this time, there will definitely be no next chance.
If he misses the Chen Shengshen Mathematics Award, he knows that he will not be able to make any great achievements in the future, so naturally he will not be able to be elected as an academician.
Fu Chunjie is not willing to remain a professor for the rest of his life.
Regarding his competitor, Zhong Mingchu of Donggang University, Fu Chunjie had no choice. Zhong Mingchu suppressed him in all aspects. If there was only one place in the selection, he would even choose to give up directly.
Wang Hao is different.
Wang Hao is very young and has no background at all. He hopes to use his research direction, qualifications and connections to suppress him.
As the meeting of the Domestic Mathematical Society was getting closer, Fu Chunjie also began to take action. He used his personal network to find some media people and asked them to help promote his results.
This result is the study of approximate solutions to NS equations.
Naturally, when looking for media, you need to promote it vigorously, emphasizing the importance of this research, how widely it is used, how much the research on approximate solutions to NS equations can promote the development of other disciplines and engineering, etc.
In fact, it was just a big boast, and the media helped with a simple popular science report to let the public get familiar with him, and it could also reach the ears of the review experts of the Mathematical Society.
Fu Chunjie continued to visit familiar scholars, including mathematics professors he knew.
To put it simply, it is to go through the back door, find connections, and indirectly contact the members of the Mathematics Society's judging committee, and ask familiar people to help with the insinuation and simple lobbying.
Of course, he would not lobby for gifts to be sent to the math experts on the jury, otherwise he might be beaten up by an expert and the matter would be exposed.
At that time, you will completely lose your qualifications for selection.
Fu Chunjie just asked other people to help him talk about it, as if it was other people's ideas and had nothing to do with him.
This is also a good idea.
Fu Chunjie even thought of everything he said, and his method was very simple. One was to underestimate his opponent, and the other was to affirm himself.
There is nothing to denigrate Wang Hao personally, because his resume is very simple. The only important point to emphasize is his age, and the second one is the time when his achievements are included.
"You are young, so it doesn't matter if you give the award later."
"His achievements were all completed within the past year. Some achievements, such as the proof of Kakutani's conjecture, did not even have formal settlement of the project. The time is too short. What if something goes wrong in the future?"
Then just affirm yourself.
Fu Chunjie has worked in the field of mathematics for decades. He also served as the director of the Mathematics Center of Soochow University and delivered a report at the International Congress of Mathematicians.
At the same time, he has been a member of the Mathematical Society for more than fifteen years.
His qualifications are definitely quite rich, and his personal achievements are also unique and widely used.
etc.
…
Wang Hao didn't know Fu Chunjie's 'operation', and he didn't even know Fu Chunjie's name. He just glanced at the paper and didn't pay too much attention.
He still continued his research.
He read many articles on approximate solutions to NS equations.
Fu Chunjie's research is indeed the best, with the widest application coverage, and the solution process is relatively simple. No wonder he was invited to give a report at the International Congress of Mathematicians.
However, this article is only one of the papers studied by Wang Hao.
After reading many research articles on the ns equation, Wang Hao found the first step of his research direction, which was to study approximate solutions to the ns equation.
He wanted to study a simpler method of finding approximate solutions with wider coverage, and he already had a definite idea.
Finding approximate solutions to NS equations is a general research direction. There are many methods, among which numerical methods are the most important one, because numerical substitution operations are much simpler, but the accuracy is relatively poor.
Simple understanding, for example, the exact solution of an equation is 6, and the approximate solution obtained by numerical method is 5. Other more complex methods may be able to find 5.5, or other numbers closer to 6.
Wang Hao's main research direction is partial differential equations. He has a very deep understanding of solving partial differential equations and can be said to be very proficient in various methods.
He analyzed it from the lowest and most basic direction, started continuous research, and found a method of equation conversion, that is, finding a substitute equation to transform an equation that cannot be solved accurately into an equation that can be solved accurately.
Solve the substitution equation.
Of course, the solutions to the two equations are only approximate, not exactly the same. The degree of approximation depends on the process of equation transformation.
Research in this direction is definitely feasible, but how approximate it can be depends on the evaluation difference between the replacement equation and the original equation, and a series of proofs are needed.
This requires sophisticated methods to analyze and transform.
Wang Hao had a general idea and did some research, but he felt that something was missing and he couldn't figure it out after thinking about it for several days.
He simply focused on the course.
Since I can't think about the key points hard, I look for inspiration in the teaching courses.
In the second week, two main graduate courses began. Monday's course was "Modern Partial Differential Equations".
Wang Hao takes this course very seriously. "Modern Partial Differential Equations" is very difficult and all the knowledge points have been understood. It can be said that the upper limit of basic learning of partial differential equations has been reached. No one can teach it further.
, you can only continue to improve by reading some of the latest research papers.
He prepared for the first lesson for two hours.
When the time was almost up, Wang Hao went to the classroom. When he arrived in the classroom, he found something was wrong because there were many teachers in the back row.
One of the old faces can be recognized with just one glance.
"Professor Zhou Qingyuan?" Many teachers in the row where Zhou Qingyuan was sitting were teachers from the Department of Mathematics.
Wang Hao thought his course was censored by the Faculty of Science.
Zheng Yaojun happened to walk into the classroom. He waved and said hello to Wang Hao, "Wang Hao, I'm here to attend your class. I think I should also study this class and consolidate the basic knowledge."
"..."
Wang Hao didn't even know what to say.
The purpose of other teachers is the same. In the eyes of mathematics professors, "Modern Partial Differential Equations" is not so difficult that they need to attend lectures. However, there are indeed some doctoral students and ordinary lecturers who need to consolidate the relevant content.
Many other professors, associate professors, etc. came to join in the fun.
Zheng Yaojun is also one of them. He heard that many teachers came to attend classes and came here. Since he had nothing to do in the office anyway, he just came over to listen.
Wang Hao curled his lips vigorously, but still politely went to the back row to say hello, but was immediately pushed aside by a group of people, "Wang Hao, you just lecture normally, we are just here to listen."
"I heard from the students that your class is very good, so I'm here to study too."
"Professor Wang, I didn't learn this course well when I was in graduate school. I really want to come here to study."
"I'm here to attend the class, don't mind..."
What else can Wang Hao say?
Listen!
He could only return to the podium, look at the time, and start the class.
The "Modern Partial Differential Equations" course is indeed very difficult. If you put it in a graduate course, you can easily rank among the top few. Most graduate students can barely pass the actual exam, and few can get high scores.
If you can get a high score in this course, it means that you can study for a PhD in mathematics, do research and publish a mathematics paper, and the problem will not be that big.
"In this class, we mainly talk about two knowledge points, one is the divergence theorem and the other is Green's formula."
Wang Hao quickly entered the course content, "This is the basic content. If you do mathematics research in the future, you will use it frequently."
"For this course, it is also the foundation of the foundation..."
To be continued...