I really just want to be a scholar

Chapter 405 The report that detonated the entire venue!
Almost everyone's eyes widened, looking at the title on the big projection screen in disbelief.

Qin Ke and his girlfriend Ning Qingyun used the so-called "fourth-order transformation method of lime number theory" to prove Zhou's conjecture, Brocar's conjecture and Jebov's conjecture at the same time?
For a moment, everyone in the Norman lecture hall was in a state of aphasia, making the entire lecture hall so quiet that even the drop of a needle could be heard.

After a few seconds, someone exclaimed "ah".

With this exclamation as a signal, the stagnant air in the venue finally resumed its flow, but most of the shocked audience completely forgot the discipline and etiquette of the venue, and whispered among themselves.

Jiang Yimin was sitting next to Academician Wang Xiaoyun, and he couldn't help asking in a low voice: "Academician Wang, can Qin Ke really prove these three conjectures?"

After all, he has studied the direction of number theory, not to mention the famous Zhou's conjecture, he has also studied the less famous Brocar's conjecture and Jebov's conjecture, and he has no way to start.

Qin Ke actually said that he and his girlfriend proved these three world-class conjectures that are ranked in the top [-] in the number theory field at once?
Really... I really thought that proving the conjecture was buying Chinese cabbage!Can you pick it up and buy it at home?
Academician Wang Xiaoyun looked at Qin Ke's confident expression and sighed: "I don't know, this kid's genius is beyond the scope of normal people's comprehension, or maybe he can really do it. And the two propositions he proved the night before are simpler."

Professor Wiles, who proved Fermat's last theorem, sat with Faltings. Wiles looked at the too young Xia Guo youth on the stage, smiled and shook his head and said to Faltings: "This kid, If you don’t make a big deal, it’s a blockbuster. When I read the three papers he wrote on Riemann’s conjecture, I knew that this kid was definitely not a fish in the pool. It seems that I made a special trip here today. It’s worth it.”

Faltings has always been known for his academic rigor. He did not comment, but said: "Let's take a look first."

The audience behind did not have the energy-raising skills of the big guys, and there were endless discussions:
"This... is this unbelievable? I've never heard of this 'lime number theory fourth-order transformation method'."

"Didn't Qin Ke say that? It was named just now. It was originally called 'Geometric Number Theory Matching Approximation Method'. Of course, I don't have much impression of this name."

"Excellent. If this 'Lime Number Theory Fourth-Order Transformation Method' can really prove the Zhou's Conjecture and other three difficult problems, it should be a new analytical number theory method comparable to the 'Great Sieve Method' and the 'Circle Method'."

"Let's take a look. After all, if you dare to make a public report, it must be worth listening to."

Professor Thomson looked at the title above and clenched his fists tightly. Since the night before, he hadn't closed his eyes very much, and he kept thinking about Qin Ke's idea that there are infinitely many Mersenne prime numbers and that there are infinitely many Fibonacci numbers. Proof of a prime number.

He vaguely saw that these two seemingly completely different proof processes contained similar methods and techniques, but he still couldn't find the answer after two days of pondering.

"The fourth-order transformation method of lime number theory...will this be the answer?" Professor Thomson was expecting and anxious.

He knew that if the fourth-order transformation method of lime number theory could really prove the three conjectures in the title, then this year's Cole Prize would be completely missed for him.

……

In the distant Qingmu University, the auditorium was also in a dead silence. Even the school leaders sitting in the front row were completely confused by Qin Ke's "sudden arrival".

Their mood at this moment is like that of a poor man who has bought lottery tickets for many years and finally won 5 million. He happily ran to claim the prize, but was told that you made a mistake. The prize you won was not 5 million, but 50 million!

Because it was too surprising and unexpected, it made them feel unreal.

They subconsciously stood up and looked back for another name in the title—the girl who was sitting in the venue.

The students in the mathematics class all focused their eyes on Ning Qingyun.

Ning Qingyun was also a little dazed. She never thought that Qin Ke would suddenly present her with such a big surprise. He would present the academic achievements of the two at this much-anticipated report meeting, and also "matching geometric number theory" Approximation method" was changed to "fourth-order transformation method of lime number theory".

Qin Ke brought her to the dazzling international stage, allowing her to stand side by side with him!Just like previous IMO, IChO, IPhO, IBO!
"Qing...Qingyun, have you and Qin Ke really proved Zhou's conjecture?" Gu Yanfei was sitting next to Ning Qingyun, she had a carefree personality, she was the first to recover, and asked excitedly as soon as she grabbed Ning Qingyun's shoulder.

She doesn't study mathematics and doesn't know much about number theory, but Zhou's conjecture is easier to remember and read, so she just said the name of this conjecture.

"Hmm." Ning Qingyun nodded slightly, her face burning hot under the gaze of countless eyes.

"The other two conjectures are also proved?" Gu Yanfei's voice was raised a little because of being too surprised and excited, and it was very clear in the silent auditorium.

The girl with the single ponytail nodded again.

Suddenly there was a commotion in the front row, but it was Principal Huang who was at the front rubbing his heart vigorously, and sat down with an uncomfortable expression on his face.

"Hurry up...who has the heart-saving pill! Principal Huang has committed an old problem that he hasn't committed for several years!"

After being flustered for a while, Principal Huang's face calmed down. He waved his hands to indicate that he was fine, stopped others from calling an ambulance, then looked at Qin Ke who was already giving a report on the big screen, and cursed: " This brat... this brat..." He cursed, but couldn't help grinning, even tears in his eyes.

Gu Bojun and other school leaders who were nervous beside him also laughed.

Countless people looked at Qin Ke on the big screen, and then at the elegant girl with a single ponytail sitting in the crowd. No matter how dull they are, they all know that from today onwards, the two most dazzling figures in mathematics in Xia Kingdom A new star is born.

And Xia Guo's mathematics circle will also return to the vision of the international mathematics circle because of these two dazzling new stars.

……

In the Norman Lecture Hall of the Princeton University Auditorium, Qin Ke stood on the podium and tapped the microphone lightly. The slightly harsh noise suddenly restored the silence in the lecture hall.

Qin Ke adjusted his mood, looked around everyone, and said in the calmest voice: "Because my girlfriend is not here, I will discuss the process of proving these three conjectures together."

Under the gazes of countless surprises, doubts, curiosity, or expectations, Qin Ke switched the PPT.

"Let me first explain this 'fourth-order transformation method of lime number theory'. In my previous paper "Proof of the Twin Prime Number Conjecture", I created a "finite number system" based on the construction method. In the paper "Exploring the Direction of Core Expressions to Crack the Riemann Hypothesis", the construction method was improved, and a core expression group was proposed as a new direction to crack the Riemann Hypothesis. These two papers were published in the "Annual of Mathematics" respectively And the "Journal of the American Mathematical Society", if you are interested, you can read it yourself."

"'Lime number theory fourth-order transformation method' is based on the methods mentioned in these two papers, and is continuously refined and improved. It is a number theory processing method based on algebraic geometry. It uses Diophantine approximation, The thinking of algebraic number theory, such as the approximation and matching of rational numbers to irrational numbers, together with the Padé approximation method and several transformation methods such as Merlin transform and Fourier transform, jointly build a bridge between prime numbers and algebraic geometry."

"Yes, its core idea is to transform the prime number problem into an algebraic geometry problem."

"I think the 'lime number theory fourth-order transformation method' is like a multi-functional saber. It may not be sharp enough, and its armor-breaking power is not strong enough to be used for such problems as the Polignac conjecture. It is difficult to calculate the amount of calculations, but it is flexible and changeable, as long as the four mathematical methods of geometry, algebra, approximation, and matching are repeatedly changed, different usages can be combined.”

"It can be said that it is suitable for proving Zhou's conjecture, Brocar's conjecture, Jebov's conjecture, twin prime number conjecture, and relatively uncomplicated number theory problems such as Mersenne prime number proposition and Fibonacci sequence proposition."

"Next, I'll take proving Zhou's conjecture, Brocar's conjecture, and Jebov's conjecture as examples to explain the specific practical usage of the 'Lime number theory fourth-order transformation method'!"

Although there are countless mathematicians in the audience, Qin Ke is full of confidence in the "Fourth-order Transformation Method of Lime Number Theory" that he and Ning Qingyun have perfected together. freely.

The "Fourth-Order Transformation Method of Lime Number Theory" is indeed not the original "Matching Approximation Method of Geometric Number Theory" in the original "Riemann Conjecture Complete Analysis". From the experience of prime number propositions and Fibonacci sequence propositions, better and more variable processing methods have been extracted and integrated into them to make them more flexible and mysterious, as flexible as water and imply powerful power!

The computer on the report desk has a stylus, which is convenient for writing mathematical symbols.

Holding the pen in his hand, Qin Ke wielded the "Fourth-Order Transformation Method of Lime Number Theory" with ease, weaving the difficult and difficult mathematical symbols and formulas into a gorgeous "truth attack", which disintegrated like a puddle and a cow. Zhou guessed layer upon layer of defense, and then went straight to the core and knocked it down.

The whole process took seven to eight minutes.

Seeing the dense but highly mathematical calculations on the huge projection screen, everyone present was stunned.

"This... this... what is this, my eyes are dazzled, I can't understand it at all."

"I don't understand it either, I can only say that I don't understand it!"

"I barely understand half of it, but it's really very subtle. I seem to be watching a gorgeous magic show. My God, it's incredible and wonderful. This is the charm of mathematics!"

Most of the students present expressed that they did not understand, and it is not their fault.

There were more than 800 students from Pudong University present, and there were only more than [-] students from the Department of Mathematics, and these students from the Department of Mathematics were not necessarily familiar with number theory, even if they were familiar with number theory, they were not necessarily familiar with algebraic geometry, Merlin transformation, Banach space, Non-empty closed convex sets and many other refined fields. After all, Qin Ke's "fourth-order transformation method of lime number theory" is a comprehensive application of several mathematics sub-subjects, which is a test of the depth and breadth of a student's mathematical knowledge.

It is only Ning Qingyun who has studied Qin Ke's tailor-made "Zhi Ning Qingyun II" in such a targeted manner, so that he can quickly master and use this new type of mathematical method.

Of course, just because the students don't understand it doesn't mean the bosses don't understand it.

At least the dozens of bigwigs in the mathematics world sitting in the front row stared intently, unable to hide the shock and admiration in their eyes, and they didn't even notice that they leaned forward slightly.

Years of mathematical intuition told them that Qin Ke is opening up a brand new world with an unprecedented mathematical method!

Professor Thomson stood up with a pale face, and his lips kept muttering, "It's it...it's it...the answer I've been thinking about for two days is it..."

In less than 10 minutes, Qin Ke has completed the proof of the three conjectures cleanly.

"Look, it's so simple to prove these three conjectures." Qin Ke raised his head and said so, looking at the countless eyes from the audience.

quiet!
Silence!
Then sparse applause first rang out from among the math leaders in the front row, and then spread to the entire venue, like a thunderstorm!
Qin Ke made a quiet gesture, and the venue soon became quiet again.

"Thank you everyone, please keep calm, because time is limited, I want to finish my report within an hour, and then enter the half-hour questioning session." Qin Ke met the countless excited and shocked eyes from the audience, and smiled road:
"Next, I will re-prove the twin prime number conjecture. In my original paper, I used the 'finite number system' to prove the twin prime number conjecture. It took 37 pages, but I used my improved 'lime number theory fourth-order transformation method' , I only need 18 pages, which can be reduced by half! Time...give me 8 minutes is enough."

Wow, the atmosphere in the audience was detonated again!

Countless people couldn't help standing up from their seats!

8 minutes and 18 pages proves the world-famous twin prime number conjecture that outperforms Zhou's conjecture in terms of meaning and difficulty?

In the face of such explosive content, you still let us calm down?Calm down!
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(End of this chapter)