The semi-topological micromorphology research group includes Lin Bohan, Bill Carr, and Luo Dayong. In the process of researching together, several people have become "accustomed" to being a genius.
Each of them feels that they always come up with some good ideas.
Of course, they think the most genius is Wang Hao, because Wang Hao has grasped the general direction and has a strong ability to control research, and has always guided them on the right path.
In addition, during the research process, Wang Hao always gives people the feeling that he has wisdom and everything under control. Even if they have new ideas, Wang Hao can understand them immediately, even thinking more thoroughly than they think.
They all felt that doing research with "the top genius, that is, Wang Hao" made them feel like geniuses.
In fact, everything is the result of "Feedback from Scientific Research".
"Gift of Scientific Research" is indeed a very good ability. So far, the effect of "Gift of Scientific Research" is much stronger than "Gift of Teaching", and its effect is also better.
This is mainly because the research is too difficult and the threshold is too high.
"The Gift of Teaching" mostly brings an understanding of the basics of knowledge, but it does not bring much inspiration and ideas.
"The Gift of Scientific Research" focuses on inspiration content, and difficult research often needs inspiration the most.
Unknowingly, the effect of "The Gift of Scientific Research" has also improved--
["The Gift of Scientific Research" (Level 2), when you and others focus on a certain research, your explanation will increase others' inspiration acquisition by six times. At the same time, others' correct understanding and thinking of inspiration will be improved. One hundred percent feedback to you. 】
[Ability improvement task, second stage, participate in and complete forty experimental studies. 】
The original effect of the "Gift of Scientific Research" ability was to "increase inspiration acquisition by four times", but now it has become "six times," and the effect has naturally been greatly enhanced.
While the ability has been improved, the number of tasks that can be opened has also increased by one, which is "Mission Five".
"Task 5" came just in time.
Now there are four tasks in the system task interface--
Task 1, study of the Young-Mills equation, difficulty level S+.
Task two is semi-topological and algebraic expression, which is to weaken the Hodge conjecture, and the difficulty is S.
Task 3, mathematical construction of annihilation theory, difficulty level S+.
Task four is the construction of the semi-topological microscopic form of CA005, difficulty level S.
Two of the above four tasks are of S+ level difficulty, and two are of S level difficulty. Research on S level difficulty can be completed, but it will also take a long time, and S+ level difficulty is very necessary. Timing and luck.
Now there is an extra blank task five, and you will not be embarrassed to find that there is no vacancy when you need to create a new task.
"It's just that the difficulty of research is too high. Fortunately, everyone is a genius..."
Wang Hao thought.
The effect of "The Gift of Scientific Research" is indeed very good, but the premise is that the partners to cooperate with are very good, so that inspiration can be generated during the research process. For example, some scholars have no inspiration at all when doing research, let alone increase it by six times, even if it increases by six times, A hundred times, it makes no sense at all.
When facing interdisciplinary and extremely difficult research, it is faster to do research with some geniuses, and the effect is much better than doing research alone.
This is the benefit of collaborative research.
When it reaches the level of top-level research, it will be difficult for ordinary students to provide inspirational progress, because the research threshold is too high, and ordinary scholars cannot understand it at all and cannot reach the research threshold.
Just studying the basics required can wipe out most scholars, let alone ordinary students.
They even said that during the research process, there were some contents that even they themselves could not understand.
This is mainly because the research spans disciplines. The algebraic expression of semi-topology includes topology, algebraic geometry, and complexity theory research, including complex geometry, basic
The foundation is still the original semi-topological structure.
When so many advanced subject contents are put together and the research is focused on a certain direction, only scholars in one direction can understand it.
Wang Hao is the special one.
No matter how in-depth the research is or how difficult it is, only he can understand everything from beginning to end, so he is the core character.
After Lin Bohan put forward effective ideas, several people began to conduct the next step of research. They have found a clear direction, and they also expressed their opinions during the research process, "We are using special case expressions to expand the entire semi-topological expression content. For research, it is necessary to summarize all special case expressions.”
"The more scope the special case expression covers, the better." "
"Analysis requires detailed logical analysis, and the method developed must also have logical analysis content..."
"It's very difficult. I think we can also start from the difference between semi-topology and topology..."
"..."
Everyone is expressing their own opinions and patiently doing additional research.
What they studied was a general formula for semi-topological expression.
The general formula is definitely very complicated to sum up, and the semi-topological structure that conforms to the general formula can be solved and analyzed to find its corresponding algebraic expression method.
As Lin Bohan said, not all semi-topological structures can find corresponding algebraic expressions.
If it does not conform to the general formula, it is impossible to make an accurate expression. You can only find an "approximate expression" through more complex analysis, or express it in other ways.
This is actually very similar to the solution of partial differential equations. The partial differential equations that can be solved are all special cases. They found a way to verify whether the partial differential equations can obtain real solutions.
If it cannot be solved directly, it can only be approximated by other methods.
…
After the general direction has been determined, the remaining work is only a matter of time.
The semi-topological microscopic group of four spent a whole month in the office doing research.
Every day I just think hard and discuss the follow-up content together.
A month later, they finally completed the content of the universal formula.
The general formula is not a simple formula, but contains four sets of equations, as well as the content of functional analysis of multiple numerical substitutions.
It's very complicated to talk about, and it's also very complicated to really understand the general formula.
It is also very complicated to use general formulas to analyze semi-topological problems, but general formulas can solve some problems that were originally unsolvable.
Some semi-topological expression problems alone can become a difficult research. With the general formula, as long as the relevant values are substituted into it, the corresponding algebraic expression can be directly found, or it is determined that algebra cannot be done. Expression, only approximate expression can be obtained.
This solves the problem of semi-topological algebraic expression and connects the relationship between algebraic geometry and semi-topology.
After completing the research, everyone's face showed excitement. They naturally knew how important the research was and how influential it would be.
"This research is worthy of a Fields Medal because it will advance the mechanism of superconductivity and may even win a Nobel Prize!"
"If you add in the previous research on semi-topological microscopic morphology, I feel that the Nobel Prize is already around the corner."
"Should the four of us win together or separately?"
"It's hard to say..."
"Wang Hao and Kachel definitely can't take Fields anymore. It's difficult for the two of us alone... but Nobel can work with a few people, maybe there is a chance!"
"I think so……"
Luo Dayong added at the end that he and Lin Bohan were the most excited among the four.
Both Wang Hao and Bill Carr can be said to have achieved success. They have already been Fields winners, and their reputations are known all over the world.
both of them
It is relatively unknown, and even if it participates in major research, it is considered to have only a little contribution.
While this is true, they still hope to achieve world-class honours.
While listening to the discussion of several people, Wang Hao smiled and said, "Don't worry, we will definitely win the Nobel Prize together for research related to semi-topological microscopic morphology."
"We are working together on research. Does the Nobel Prize Committee still distribute the awards separately? Two?"
"Right."
"No problem."
"I was so excited that I almost cried..."
Luo Dayong and Lin Bohan were very excited. They couldn't calm down when they thought about their chance to win the Nobel.
the other side.
Wang Hao didn't care how excited they were. He directly contacted Bruce Pulitzer, the editor-in-chief of "New Advances in Mathematics" and asked about publishing the results.
Because he noticed that "New Advances in Mathematics" had just released a new issue, and it would take at least a month to wait for the next issue, he directly sent an email asking, "Bruce, my team has new results, can it be directly published in Will the website be published?"
opposite.
Bruce Pulitzer had just arrived at work. He opened his mailbox and saw the message sent by Wang Hao. He asked doubtfully, "Publish directly on the website? You mean, publish directly on the Internet, and the journal content will follow the next issue." Publish?"
Wang Hao received the email and replied with only one word, "Yes."
When Bruce Pulitzer saw the reply message, he couldn't help but twitch his lips.
It is now recognized by the international academic community that Wang Hao's research results do not need to be reviewed, but "New Advances in Mathematics" is one of the four top journals in the mathematics world. You cannot just ignore the rules and let the backend do it just for the sake of a piece of research content. Publish on the journal’s main website
Did Wang Hao regard them as casually pre-uploaded arxiv?
Bruce Pulitzer responded with a somewhat embarrassed message, "It would be better to publish it with the next issue. Publishing it directly on the website is beyond my authority."
Wang Hao replied, "What if it has something to do with Hodge's conjecture and the expression of semi-topological microscopic morphology?"
Pulitzer received the email and stared at the content in disbelief.
Hodge conjecture?
Expression of semi-topological micromorphology?
Just one of these two research contents is enough to shock the world.
He replied hesitantly, "Of course there is no problem with the most concerned mathematical and physical theoretical issues."
"OK!"
After Wang Hao replied to the message, he sent the content to the submission backend of "New Advances in Mathematics". He also added a special note in the uploaded information, "Publish immediately within three days, otherwise the submission will be invalid."
If Bruce Pulitzer does not abide by the agreement and "New Advances in Mathematics" cannot be published immediately, he will directly submit the manuscript to other journals. As for the issue of multiple submissions for one manuscript, there is email conversation information, plus the information attached during the upload process. There will be no problem in taking the message to the court.
Bruce Pulitzer quickly received Wang Hao's submission, and when he saw the accompanying information, his face suddenly turned dark.
This means not trusting him!
But he soon lost his mood to think about trust or distrust, because he saw the title of the paper.
Algebraic expression of semi-topology (weakening Hodge conjecture)
--General formulas and analysis principles.
"Is it really related to the Hodge conjecture? Weakening the Hodge conjecture?"
"Semi-topological expression..."
"It should be directly related to the simplification of semi-topological microscopic forms. The authors include Wang Hao and Kachel Birkar, two Fields winners."
"besides……"
"The other two people."
Pulitzer directly ignored the other two names, and hurried to the board of directors of the higher-level journal to apply for temporary website publication.
What he told Wang Hao was the truth.
Even as "
The editor-in-chief of "New Advances in Mathematics" does not have the authority to break the rules and let the website publish it temporarily.
That requires approval from the journal’s most senior board of directors.
Of course.
With such important research results, coupled with the names of Wang Hao and Birkar, there is no problem in temporarily publishing them.
As long as the board members are clear-headed, they will definitely pass it quickly!
…
Capital University.
After officially becoming an academician of the Academy of Sciences, Gao Zhenming's life was relaxed and happy. He was surrounded by various praises and his personal status was significantly improved.
Academicians are just different.
He received different levels of attention and treatment. He became a "Dinghaishenzhen" figure at Capital University. He was respected wherever he went. He was invited to participate in some heavyweight decision-making meetings in the school.
At the same time, the pressure came.
There is still considerable pressure from outside public opinion. Because he and Wang Hao were elected academicians together, many people have paid attention to Gao Zhenming and considered him an academic leader in algebraic geometry.
Academicians of algebraic geometry are not simple. What is not simple is that Gao Zhenming is the first pure academician of algebraic geometry.
There were academicians in the field of algebraic geometry before, but they did not purely study algebraic geometry, but also included research in other directions. Algebraic geometry is only one of the fields.
Their personal heavyweight research results are not in the direction of algebraic geometry.
Therefore, it is very unusual for Gao Zhenming to be elected as an academician. The improvement of algebraic algebra and disciplinary status has also made Gao Zhenming a focal figure. Many people expect him to make achievements in the simplification of semi-topological microscopic forms.
This is the most important direction of algebraic geometry in theory and application.
This forced Gao Zhenming to do research in similar fields. Otherwise, when he went to attend a mathematics conference next time, there would definitely be other people doing research in this area.
Even just to have an academic topic, he must apply for a project in a related field.
"An Algebraic Expression of Semi-Topological Forms".
Gao Zhenming once again studied the content of semi-topological micromorphology, and then wrote a title for the project application.
He thought and continued writing.
This direction is certain, but there is only one difference. He still has to think carefully about which algebraic expression of semi-topological forms to study.
After thinking hard all day, Gao Zhenming completed two pages of content. He was going to submit a simple application report first, and then study it carefully after the application was approved.
One good thing about being an academician is that it becomes much easier to apply for projects.
Academicians are academic leaders, so there is no problem in applying for ordinary projects. It is just an academician title, and it is very simple and easy to apply for a million-dollar grant.
When Gao Zhenming was thinking about submitting the project, one of his doctoral students suddenly walked in and shouted, "Teacher Gao!"
"Have you read the latest research? Weakening the Hodge conjecture!"
"What?" Gao Zhenming was stunned.
The doctoral student simply explained, "Weaken the Hodge conjecture! The algebraic expression of semi-topology, the latest research by Academician Wang Hao and Kachel-Birkar!"
"Their research links semi-topology and algebraic geometry, and seems to have come up with a general formula. As long as it is a semi-topological form, the general formula can be used to analyze the corresponding algebraic expression..."
"??"
Gao Zhenming opened his mouth in surprise. He heard Wang Hao talk about this research.
But, so fast?
It has only been less than two months since the academician co-optation meeting, right?
Is this done?
But……
Gao Zhenming lowered his head and looked at the project he was applying for - an algebraic expression of a semi-topological form?
Others have already studied the general formulas for the algebraic expression of all semi-topological forms. He went to study a certain semi-topological form...
What’s the point!
Gao Zhenming didn't know how to react for a moment.
Wang Hao directly bulldozed the road.
I have no fucking way to go!
-WAP..COM-Go to view
