I really just want to be a scholar

Chapter 683 All frauds are invisible!

If Qin Ke wants to collect Obadiah Sean's papers in the huge Internet world, it may not be possible to complete it in three days and three nights.But with the glimmer of LV4, everything is much easier.Even though the electronic editions of many periodicals are charged, Weiguang will automatically register Qin Ke's information, pay for it, open it and convert it back to a normal PDF file format by scanning, so that Qin Ke can read it one by one.

I have to say that Shimmer is already a very qualified assistant at work.

During this period, Qin Ke and Ning Qingjun studied the details of the paper on the NS equation.

As we all know, the Navier-Stokes equation (NS equation) establishes the relationship between the rate of change of the particle momentum of the fluid, and the change of the pressure acting on the inside of the liquid, the dissipative viscous force, and the gravitational force. A very important set of equations.The progress of its research directly affects the technical development of aircraft design, aircraft engine, industrial fluid machinery, efficiency improvement of burners and other industrial fields, as well as the development of most subdivision disciplines related to fluid mechanics at the macro level, such as climate and ocean currents. .

"Existence of smooth solutions to the NS equations in three-dimensional space" (that is, to find the general solution of the NS equations, and to prove that the solution to the equation always exists) will become one of the world's seven major mathematical problems, in addition to its impact on fluid mechanics It has a huge effect, because it is a nonlinear partial differential equation system, and there is one more second-order derivative term than the Euler equation. It is difficult to find an exact solution without restricting the equation. At present, it is only in some very simple special cases of flow problems. to find its exact solution.

But if a general solution to the NS equation cannot be found, it is impossible to theoretically deduce the state of any fluid at some point in the future under any initial condition.

For this reason, countless mathematicians have devoted themselves to the general solution of the NS equation, and created many novel mathematical methods. It is these mathematical methods that promote the study of nonlinear partial differential equations.

Ning Qingjun's "Infinite Flow Algorithm" is a very good algorithm in nonlinear partial differential equations.

The inspiration for the initial part of this algorithm was proposed by Qin Ke, but the subsequent establishment and improvement of the entire algorithm was independently completed by Ning Qingjun, and it was used in the research on the general solution of the NS equation, and achieved dazzling results that shocked the world at the time .

However, it is impossible to find the general solution of the NS equation by relying on the infinite flow algorithm alone. It is just a key to open the primary door. mathematical methods and algorithms.

S-level knowledge "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation "Navier-Stokes Equation"" The first, second, and second parts basically involve the application of NS equations in physics, and how to Using mathematics to find a special solution, Qin Ke's doctoral thesis was also inspired by this S-level knowledge.

However, there is no way to find the general solution of the NS equation in the first, middle and later chapters. Qin Ke guesses that it is likely to be in the final chapter.

But it doesn't matter, Qin Ke, who has spent nearly four years studying the first, second, and second parts of this S-level knowledge clearly, is second to none in the world when it comes to his understanding of NS equations By.

With the help of Qin Ke's subtle "mind resonance" system function, Ning Qingyun has a very good understanding of the NS equation. Even if he is not as good as Jiang Weixian, an old academician who has studied the NS equation for decades, he is not far behind.

And for more than half a year, the two have been working together to attack the general solution of the NS equation. At this time, they are just forming the results into a thesis.

Ning Qingjun took an erasable writing pen and wrote on the big whiteboard placed in the "Xiaowo No. [-]" self-study room of the two while saying:
"Our idea of ​​cracking the general solution of the NS equation is: first assume a range of initial conditions, that is, the domain of smooth initial values, and then verify whether there is a smooth solution to the NS equation in this domain. If there is no smooth solution, it can be proved that there is no smooth solution. There is a so-called "general solution", and this century's problem will come to an end directly. In the future, we can only continue to expand the exact solution (that is, the special solution) in a specific situation. On the contrary, if we can prove that within the domain of definition, there is a smooth solution to the NS equation , then our next goal is to gradually expand this domain of definition to unlimited, so that we can prove that the smooth solution of the NS equation exists as a whole. The last step is to find out this general solution.”

The girl's melodious voice echoed softly in the study room at night: "In the past six months, what we have done is to solve the first key problem through the method of counter-evidence, that is, by proving that 'in the defined domain we assumed, the NS equation is In the process of flow evolution for a long enough time, through the evolution of the flow field equation, a singularity is produced, and the singularity is the derivative of the non-existent variable, so that the solution at the singularity does not exist' This proposition is not established, and then it is proved in reverse' In the domain we assume, smooth solutions of the NS equations exist'."

Although Ning Qingjun said "we", at least two-thirds of the work was done by Ning Qingjun, especially when Qin Ke was concentrating on conquering the seed of computing some time ago, he hadn't done it for nearly two months. Why did he come to participate in this disproof work in person, but he will still take time to pay attention to the progress, discuss key details with Ning Qingyun, and provide ideas, such as guiding Ning Qingyun to improve her "infinite flow algorithm" to "three-layer Infinite Stream Loop Algorithm".

"At present, this work is basically completed. I have used the improved 'Three-Layer Infinite Flow Loop Algorithm' in the key disproof process, and have successfully completed the refutation. This is the most critical ten points of the 'Three-Layer Infinite Flow Loop Algorithm'. A few lines of calculations." Ning Qingyun wrote a series of beautiful mathematical formulas:

"LΔQ=-1/ωRHS[1/ωΔτ+β(γA+γB+γc)]ΔQ"

"ΔQ=D^(-1)UΔQ+1/2[H(Q)+βγcQ](R-1)"

“ρDu1/Dr=ρA-αp/αx+μ(δ^2u1/δx^2+δ^2u2/δy^2)”

"..."

Looking at the beautiful handwriting covering the entire whiteboard, Qin Ke couldn't help giving a thumbs up, and praised: "Yes, there is no flaw, so we can basically be sure that in 60% of the cases, the NS equation has a smooth solution No! I didn’t expect my wife to have grown to such a level without knowing it. Your level in partial differential equations, even if it’s not as good as your level in number theory and algebraic geometry, is very close.”

Ning Qingyun is now a little immune to the title "wife", the corner of the girl's mouth curled up, she was both happy and a little embarrassed and said: "If you didn't pull me forward and guide me patiently, I wouldn't be able to to where it is today.”

Unlike Qin Ke, who is proficient in all sub-subjects, Ning Qingjun is good at only a few directions, and the best of them is naturally the number theory that combines old academician Wang Heng and academician Tian Jianlan's Wang School and Chen School theory. That's true. The real academician level.Then there are algebraic geometry, mathematical analysis (calculus equations), functional analysis, mathematical modeling and other fields, all of which are at the level of senior professors. Although the remaining dozen sub-subjects such as probability theory, chaos, and group theory are not particularly proficient, But it is also much better than ordinary doctoral students.

Of course, when it comes to the amount of knowledge, Ning Qingyun is far from comparable to Qin Ke, who has received a huge amount of knowledge from the system. Not only her, but no mathematician in the world has the amount of knowledge comparable to Qin Ke.

However, Ning Qingyun has Qin Ke around. When she needs to use it, if she finds that she lacks any sub-subject knowledge, Qin Ke will pass on the essence to her through "thinking resonance", and then Ning Qingyun will continue to consolidate it through practice and self-study. This is also one of the important reasons why her level can be improved in a straight line.

Ning Qingyun still thinks that she can quickly comprehend the knowledge points explained by Qin Ke under the function of "Thinking Resonance" because she and Qin Ke are connected with each other, so when she said this, she was still very sweet in her heart.

Qin Ke said with a smile: "This is also the result of your own hard work, just like this 'three-layer infinite flow loop algorithm', I just mentioned the inspiration and participated in the calculation of some key points. Generally speaking, it is your own original creation. You can have more confidence, now you are no worse than any mathematics master who has won the Fields Medal."

What Qin Ke said is not an exaggeration. Ning Qingjun's science talents inherited from her academician parents have been fully stimulated. Coupled with her own seriousness and concentration, she has devoted herself to always being his "No.2" behind Qin Ke. The efforts far beyond ordinary people, and Qin Ke's use of "Thinking Resonance" to teach, made Ning Qingyun advance by leaps and bounds in mathematics. At least among the younger generation of mathematicians under the age of 30, she is second only to Qin Ke.

The two discussed some details, and soon finalized the outline of the thesis.

"Jun'er, I'll leave it to you to write the thesis. Let me take a look at Obadiah Sean's information first."

"No problem. Just leave it to me." The papers co-authored by the two are almost in the same mode. They jointly finalize the outline and key details, and then Ning Qingyun writes them.Ning Qingyun is also quite happy to write papers. After all, she is better at these writing skills and has more patience than Qin Ke. She thinks that Qin Ke can free up time to do more meaningful things.

Noticing that Qin Ke mentioned an unfamiliar name, the girl asked in surprise: "By the way, who is the Obadiah Sean you mentioned just now?"

"An academic hooligan in the international mathematics community, old Mr. Faltins asked me to teach him a lesson. I just have some time, and I will do justice for the sky and eliminate harm for the people. You can write your paper at ease first, when you are free Help me again." Of course, Qin Ke would not mention the fact that Obadiah Sean actually wanted to step on his own cabbage to get the upper hand, he smiled and put the name on Faltings, and in fact it was true. Didn't Faltins send such an email because he wanted to teach that academic hooligan?

"Well, then go for it." Ning Qingyun didn't suspect anything, she quickly opened her lips to the camera of the laptop, and wrote the thesis in lip language.

Now with artificial intelligence twilight, text entry is much more convenient.Especially for mathematical formulas, Xiaoguang can directly scan the formulas she wrote and automatically complete the work of entering them into the thesis, saving Ning Qingyun a lot of energy and trouble to enter mathematical formulas through the mathematical formula editor.

In this way, except for the mathematical formula already written on the manuscript paper, Ning Qingyun only needs to complete the text description part. Research on the Existence of Smooth Solutions of Equations" can be finished in one night at the fastest, and two nights at the latest. This speed is enough to make many professors feel ashamed.

Qin Ke was sitting next to Ning Qingjun. Both of them had already gotten used to each other's existence, so they didn't have to worry about interacting with each other. Qin Ke could even look at the serious and focused beautiful profile of his girlfriend next to him when he felt tired, and sniff her body. The moving lime-like body fragrance is more refreshing.

Qin Ke stretched his waist, and began to carefully read the materials and a small number of papers of Obadiah Sean that Shimmer searched and sorted out.

Obadiah Sean is admired, scolded, hated, and loved in the mathematics circle. His attention is quite high. His number of fans on Facebook and Twitter is actually close to that of Professor Tao, a mathematical genius and Philippine award winner!This really surprised Qin Ke.

You must know that Professor Tao is an expert in water irrigation on the Internet. He likes to give advice and make various comments on the Internet, and he is also well-known in mathematics, which is why he has accumulated a large number of fans!
How can this Obadiah Sean Hede be compared with Professor Tao?
Regardless of whether his fans are real fans or zombie fans, but the numbers are there, it is quite shocking to look at!Qin Ke looked carefully for a long time, and found that this guy is indeed very influential in the international media, especially sought after by some big westernists, including celebrities, big businessmen and even political figures in the international community.

It’s no wonder that even Wu Baozhu, the big boss of the Philippine Award, was “touched by porcelain” by academics and all kinds of ridicule could only endure this bad breath, mocking himself with “a person bitten by a dog, should he bite back on the dog”.

Qin Ke read dozens of pages of information about Obadiah Sean, and he already knew it. This guy is a hooligan who speculates on fame and traffic. Through the mixed comments in the paper, comments on personal social accounts, and media interviews , Catch well-known mathematicians in non-Western developed countries to bite and attack.A month ago, he also stepped on Qin Ke in an interview with a certain academic media, saying that Qin Ke proved that Riemann's conjecture "is nothing more than stitching up Riemann's own mathematical system, without innovation, and gaining a false name", because that It's just a second- and third-rate academic media with little reputation, so this matter didn't attract much attention.

As for this guy's math skills...

Qin Ke only read a few papers, and he roughly judged that Obadiah Sean was able to be a professor at the Ecole Normale Supérieure de Paris, and he did have some strength, so he was also very clever in "touching porcelain", and caught a small Small loopholes and flaws can be attacked with various heresies, and then the entire paper of the other party is worthless, and finally rises to personal attacks, all kinds of cynicism, in order to reflect one's own advantages and standing as the successor of Western orthodox mathematics. bit height.

Those big westernists originally needed such a "vanguard" for various purposes. When they heard these specious words that could fool ordinary people with average mathematics skills, they naturally praised them in all kinds of ways.

At this time, Shimmer has basically sorted out Obadiah Sean's papers and news interviews, and also thoughtfully marked the parts that verbally attacked others in the content.

When Qin Ke saw that there were more than 50 unique papers in these materials, he suddenly had a thought and asked Shimmer to count them.

Based on such statistics, it turns out that Obadiah Sean has attacked more than [-] well-known mathematicians in non-western developed countries in the past five years. It is estimated that Mr. Qiu would have been sprayed by him if he had not been of American nationality. miserable.

Qin Ke asked Weiguang to count the publication time of these papers and news interviews separately, and found that whoever has recently received international media attention, Obadiah Sean wrote related papers, or contacted them through various comments. Known as a master of rubbing heat and brushing traffic.

Ignoring the remarks in the news interview draft, Qin Ke was surprised that the thesis written by Obadiah Sean involved nearly [-] sub-subjects and different subdivision directions, and the content of each paper The level is passable!
"It's interesting." The corners of Qin Ke's mouth curled up, and he began to read each article carefully.

He simply doesn't believe that Obadiah Sean can be so prolific, let alone that he can master so many subdivisions. If there is anyone in the world who can master nearly [-] subdivisions of mathematics besides Qin Ke , then only his good friend Professor Tao Zhexuan Tao, definitely not this Obadiah Sean!
Sure enough, Qin Ke discovered the clue after a careful look. Less than one-fifth of these papers were completed by Obadiah Sean himself, and most of the rest of the papers were written by others. Xiao En came to complete it, mainly to add his signature sarcasm, and then unify the style of writing, so that these papers seem to be written by himself, and by the way, increase his academic reputation.

His method is still very effective. At least many people now think that he is a mathematical genius. If it is not because there are no particularly dazzling results in these papers of his, he may even have a chance to win the Fields Medal.

But in front of Qin Ke's eyes that can see through a person's mathematical way of thinking from mathematical formulas, all frauds are invisible!

Regardless of whether these papers were written by Obadiah Sean who paid the gunmen to come back, or whether the gunmen themselves were members of Obadiah Sean's team and only shared the name "Obadiah Sean" Operating as a brand, but to a mathematician, this is academic dishonesty!

Academically, "signature" is a very serious matter. It is not a business, it is not a social account, and it is not a public account for commercial operations. There is no such thing as sharing a "number"!

"This guy must have never learned an old saying in our Xia Kingdom, 'An evil done by the sky is still to be violated; an evil done by oneself is not to be blamed'." Qin Ke got up and poured two cups of tea, one for the cabbage in his own house next to him, I drank the other glass in one gulp, and then quickly typed a line of words in English on the laptop——

"Ten Questions by Obadiah Sean, a famous Chinese mathematician! "

(End of this chapter)