I really just want to be a scholar

Chapter 422 If Someone Can Prove The Riemann Hypothesis, It Must Be You

Chapter 422 If Someone Can Prove The Riemann Hypothesis, It Must Be You

Qin Ke already has quite confidence in Ning Qingyun's number theory ability at this time. With such a small conjecture of this level, relying on the magic weapon such as "the fourth-order transformation method of Lime Number Theory", Ning Qingyun independently proves that there is no problem at all. of.

Qin Ke waved to the staff, signaling them to push two large movable whiteboards and prepare a few more for later use.

The area of ​​the handwriting board connected to the laptop is limited, and it is difficult for two people to write at the same time, so it is better to use the most primitive whiteboard.

In such a dedicated conference room, the most indispensable thing is this kind of blackboard writing tool. In less than 2 minutes, two huge whiteboards were pushed onto the stage by the staff and placed side by side.

Qin Ke and Ning Qingyun held black erasable writing pens, clapped hands as usual, smiled at each other, and then began to write their own arguments.

However, Qin Ke wrote slowly at the beginning. He secretly observed the first seven or eight lines of calculations written by Ning Qingyun on the whiteboard on the left. Well, the thinking is clear and there is no problem, OK.

Qin Ke was completely relieved this time. He gripped the erasable writing pen tightly, picked up the pen, and accelerated the speed. A series of complex and difficult mathematical symbols formed lines of calculations, which appeared on the whiteboard on the right like flowing clouds and flowing water.

The experts at the scene were half burying their heads in thinking, and half were observing Qin Ke and Ning Qingyun. Seeing that the two exchanged a few words in a low voice, and then asked for a whiteboard to write directly on it, they were a little surprised. This is proof Got an idea?
Look at the watch, only about 5 minutes have passed!Is it too fast?

The strangest thing is that the content written by Qin Ke and Ning Qingyun is different!It is impossible for the two people's argumentation process to have such a big difference.

But looking at it, some scholars who have listened to the report very carefully before discovered the clues, and he exclaimed: "Ning Qingyun wrote the first-order transformation, and Qin Ke wrote directly from the third-order transformation. They are using the 'Lime Number Theory Fourth-Order Transformation Method' to jointly solve the problem!"

Because he was too surprised, he forgot to control the volume, and his exclamation was heard throughout the venue.

Many scholars who were concentrating on contemplating and pondering raised their heads, and their eyes widened at the same time in the next moment.

Fuck, it's real!
Dozens of lines of calculations have been written on the whiteboard in front of the two young winners on the stage, especially Qin Ke's whiteboard is almost full.

Ning Qingjun still writes and writes on and off, and writes after a little thought. Occasionally, he will erase one or two lines of calculations in front of him or make changes before writing. Qin Ke is completely different. He didn't write for half a second at all. Pause, write incessantly.

The mathematicians present were all stunned. They were well-informed, but they had never seen a mathematical formula written like this before. They couldn't even copy the answers so quickly!
Mr. Qiu, Academician Wang, and Professor Zhou couldn't help but look at each other, and they all saw the surprise in each other's eyes.

Indeed, as Qin Ke expected, the three old seniors actually spent a lot of time and energy studying the "fourth-order transformation method of lime number theory", and also thought of how to use this method to prove the Gilbreth conjecture. It shouldn’t be a problem for the child to prove it. If it’s not enough for an hour, but give me an idea, it’s 100% no problem.

But Qin Ke's performance completely refreshed their cognition. It took a short time to write out the proof process after seeing the topic, and it was written directly from the third stage, which explained the previous steps. He already knows it!And the writing speed is simply amazing!They can also see that Qin Ke's third-order transformation formula is completely correct, and it almost completely matches the solution they figured out.

If they hadn't seen Ning Qingyun's real reaction of stopping and writing, the three old gentlemen would have even wondered if Qin Ke had already proved this conjecture before, and they were just writing on the blackboard based on their memories.

"It's amazing." Old Professor Zhou sighed in a low voice: "Now I kind of believe the rumors about Qin Ke in Putali."

Old Mr. Qiu nodded slightly in approval: "Both are good seedlings, especially Qin Ke. Everyone says that Xiao Tao is a top talent. I think Xiao Tao will be ashamed to see Qin Ke."

Academician Wang Lao didn't speak, but he couldn't hide the appreciation and surprise in his eyes.

More and more people stopped writing, because they found that there is no point in thinking about it any longer, and people are about to prove it, and they are still working hard to prove their ideas here, there is a P!
After 9 minutes, Qin Ke stopped writing first. He had already filled five whiteboards.

And Ning Qingyun also completed the second-order transformation after a while, but because the first part was relatively easy, she only spent three whiteboards to complete it.

Qin Ke held Ning Qingyun, turned to face the auditorium, and bowed slightly together: "We have completed the proof, please advise Mr. Wang."

Quiet.

It was so quiet that you could almost hear a needle drop.

If Ning Qingjun and Qin Ke's performance in the previous report meeting only surprised them, they were completely shocked at this moment.

Especially witnessing a world-class conjecture being conquered right in front of your eyes, the shock is really hard to describe in words.

This is the terrifying strength of this year's Chern Mathematics Prize winner...

In the silence, Academician Wang stood up, his white eyebrows trembled, and he praised: "Yes, you have indeed proved it."

The three old gentlemen applauded first.

The applause woke everyone up, and the more and more enthusiastic applause turned into a violent storm, shaking the entire conference room.

Many people couldn't help looking at Ni Xiangchao, who was ashen-faced and devastated, with weird eyes, thinking to himself that it's a good thing he didn't jump out, otherwise his face would be swollen from the beating.

……

In the end, the report meeting was only extended for less than 10 minutes, and it was still not until 12 noon when the meeting ended.

Many scholars have become very interested in the "Fourth-Order Transformation Method of Lime Number Theory". When the meeting was over, they kept asking Qin Ke and Ning Qingyun when the relevant papers would be ready for publication. Some main techniques have been covered, but many details have not been detailed. It is too difficult to grasp the essence of this "fourth-order transformation method of lime number theory" based on this academic report.

Only by waiting for relevant papers to come out and studying repeatedly can it be possible to master this new and mysterious mathematical processing method.

"Our paper has been submitted to the "Annual Journal of Mathematics". It should be published in March if it is soon, or in May if it is late."

After hearing Qin Ke's words, everyone praised Qin Ke again, and they no longer had the slightest intention to underestimate these two young people.

For most mathematicians, having a paper published in a top international journal in a lifetime is enough to boast for a lifetime. Taking a few steps back, even an international journal in the second district is also a great qualification.

Looking at others again, publishing a paper in an international top journal is as easy as eating and drinking water, really... really...

People can't think of any words to express the magic of these two young people. They can only use the old-fashioned "the waves behind the Yangtze River drive the waves ahead, and the new generation beats the old."

Lunch is still a buffet, and discussions can be heard everywhere.

"Qin Ke and Ning Qingyun are really good", "The young generation of Xia Guo is the leader", "Seeing them, I feel like I have seen the future of Xia Guo's mathematics circle", "It is an eye-opener", " I didn’t expect to have the opportunity to watch a world-class conjecture become a theorem in this life”…

Qin Ke and Ning Qingyun naturally accompanied the three old gentlemen to eat together.

Hao Jianchang, Director Wei Yuanfu, Professor Tian Jianlan, and Coach Deng Hongguo, Qin Ke's teacher, all came to accompany us.

The three old gentlemen asked about Qin Ke and Ning Qingyun's experiences in school and at Pudong University, as well as the topics they are currently researching. They heard that Qin Ke and Ning Qingyun were still doing cross-breeding experiments and participating in physics research. In the research group of Professor Hu Qingfeng of the Department, everyone couldn't help sighing.

Academician Wang said to Professor Zhou: "Old Zhou, you, a linguist, have crossed a lot of fields, right? Look at Qin Ke and Ning Qingyun, are you ashamed? They crossed three disciplines at once. "

Old Professor Zhou laughed and said, "Qin Ke and Ning Qingyun are the ones who turned my conjectures into theorems. What should I be ashamed of?"

Old Mr. Qiu said gently: "Xiao Qin, Xiao Ning, although you are from the Department of Physics, you are still holding bachelor's titles in the Department of Mathematics. If you have time, you can come to my Qiuzhen Academy."

This is a great cultivation idea, and Qin Ke and Ning Qingyun hurriedly responded.

Academician Wang asked again: "Qin Ke, have you studied the 'Riemann Hypothesis'?"

Qin Ke was taken aback, why did he suddenly mention the Riemann conjecture?He told the truth: "Yes, but the current level is limited, and there are only some new results. The follow-up will be more profound. I plan to prove the Polignac conjecture before tackling key problems."

Academician Wang nodded: "I have read all the papers you published on Riemann's conjecture before, and they are very good, especially the direction of a set of expressions deduced by the construction method, I think it is correct, I want to prove that Riemann's conjecture, I speculate that at least five to six sets of expressions are needed. You just said that there are new results, so have the second set of expressions been deduced?"

Now that Qin Ke has thoroughly understood the second set of expressions, he thought to himself that this is a good opportunity. In the future, he will slowly release different expressions, and when he finally overcomes the Riemann conjecture, no one will be too surprised.

"The second set of expressions has been deduced."

Academician Wang smiled. He took out a folded piece of paper and put it on the table: "This is the result of half a year of pondering along your train of thought. It contains the second group of five expressions. You also write Come out, we will confirm and confirm."

"I just ask Mr. Wang for your advice." Qin Ke took the paper and pen, and began to write:
"ξ(s)=e^k+(s-1)*∏(i=1 (below the symbol) n (above the symbol) ai (right side of the symbol))+(1-s)*e^k/3"

"ξ(s)=(exPs|U )^(1) exPs(sXq)"

"ξ(s)=σs(s)*exPs(t/t (exPs| V )^(1 )exPs(sXq))"

"ln ξ(s)= ln ξ(0)+Σρln(1-s/ρ)+bs∏∞n"

"ξ(s)=d(p, exPs(sXq))+ L(γs)+R(γ, X, γ, X)dt"

"The fifth expression, yours is better. It's amazing." Academician Wang looked at it for a long time, laughed, opened the paper in his hand, and compared it with everyone, it was almost exactly the same, except that there was a slight difference in the fifth expression. Subtle discrepancies.

Qin Ke secretly felt ashamed. He was just taking a chance and reading it from the S-level knowledge given by the system, but this old academician relied on the idea of ​​the thesis to deduce it abruptly.This level is really worthy of being the top number theory master in China.

Qin Ke sighed sincerely: "Old Wang, you are amazing, and I still have a lot to learn from you."

"I have also heard your speech at Qingmu University. It is very good, but it is a good thing to be humble, but you must also maintain the majesty and drive of young people." Academician Wang took out a stack of thick paper from his backpack. handwritten manuscript: "These are the things I have sorted out in the past five years. My disciples all have a copy. As for the original... I am also old, and I am afraid that it will not be available for a few years. It is useless to keep this thing. , I'll give it to you."

He put the manuscript in Qin Ke's hands: "Work hard, I know you chose the field of physics, but I still hope you don't waste such a good mathematical talent. If there is anyone who can prove the Riemann Hypothesis, it must be you. "

He looked at Ning Qingyun again, and said earnestly: "Xiao Ning, you can also take a look together. The future of Xia's mathematics world is entrusted to you."

 Thank you again for your monthly and recommendation tickets!

  
 
(End of this chapter)

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