The day after the award ceremony is a three-day academic report exchange meeting. In addition to the two Crafford Prize winners who will give special reports, several heavyweights in the mathematics community are also invited to give speeches.

Report.

But everyone’s focus was almost entirely on the academic reports in the first and second sessions.

The first academic report was okay. It was the proof of Ning Qingyun’s hail conjecture. Most of the scholars present had already read the paper. At this time, they were just listening to the report and asking questions on some details.

Ning Qingyun has rehearsed with Qin Ke many times and prepared in advance for possible questions. Moreover, it took her and Qin Ke more than half a year to prove the hail conjecture. She is very familiar with all the questions.

The details are all well understood.

The first report ended without any surprises in the girl's clear and beautiful voice.

Ning Qingyun won the continuous applause of everyone in the audience with her calm and excellent performance, which also confirmed that she indeed has the mathematics level consistent with the Crafford Award.

Amid thunderous applause, many media outlets quickly released a series of news.

Among them, the news of the Daily Mail, a well-known large newspaper, attracted the most attention. Its title was "Today, the "Hail Conjecture" was officially announced to be proven!", and the news article said:

"Today, at the Stockholm Concert Hall, the magical girl Ning Qingyun from Xia State gave a proof report on the 'Hail Conjecture' and officially proved it. After a short question, all the mathematicians from all over the world expressed their opinions on her.

The report expressed approval. The International Mathematical Union IMU plans to name the 'Hail Conjecture' as the 'Coraz-Chinning Theorem' starting from noon today to commend the two mathematicians who worked together to prove it. It is reported that the magic

The girl’s report will have a profound impact on computer cryptography, computer security, random functions, and chaos theory!”

The second thing that also caused a stir was that Bakuage Co., Ltd. issued a statement on the company website and the Mathematics Bounty Network at the same time, saying that last year, the company issued a reward of 120 million yen on the Mathematics Bounty Network to solicit proof of the hail conjecture, and now it has been verified repeatedly.

and confirmed that the mathematical problem of the reward has been solved by Qin Ke and Ning Qingyun, two young mathematicians from Xia State, and the scientific research reward of 120 million yen will be distributed to the two young mathematicians from Xia State within one month.

This is almost a huge reward of one million US dollars, which is comparable to the reward amount of the Seven Millennium World Puzzles provided by the Clay Mathematics Institute!

As soon as the notice came out, the already hot topic of "the hail conjecture has been proven" was once again stirred up. Many scientific research institutions and universities that had previously offered relevant global bounties jumped on the bandwagon and said they would contact the two young mathematicians.

, the amount of the reward sent, of course, the amount of these rewards is much smaller, the least is only 500 US dollars, the most is only a few thousand pounds.

However, for the two thousand mathematicians at the report meeting, these are irrelevant noises, because the host has stood on the podium again and announced that the second report meeting is about to begin:

"Next, the winner of this year's Crafford Prize, Qin Ke from Xia Guoqingmu University, will come to the stage to give a report. The topic of his report is "The Derivation Process of the Fourth Group of Expressions of the Riemann Hypothesis". Welcome with applause!"

The applause that had just subsided for a while surged up again like a tide. The big bosses of the Philippine Prize, including Mr. Faltings, Professor Tao, Wiles, and Deligne, all clapped vigorously, with embarrassment on their faces.

Cover up the look of expectation.

No one thought that Qin Ke with his status would give a meaningless and immature academic report, so everyone was full of expectations.

Under the gaze of countless fiery eyes, Qin Ke steadily stepped up to the podium. On the way, he gave Ning Qingyun a tacit high-five and smiled at each other.

When Qin Ke, wearing a slim black suit and tie, stood on the podium, the audience quickly fell silent.

Qin Ke smiled lightly, opened the PPT, and started this world-famous academic report.

"Regarding the proof of the Riemann Hypothesis, I have given a report at the previous academic seminar of the Science Breakthrough Award. That time it was about the first three sets of expressions. These three sets of expressions and their derivation processes have been published in "

Published in the Annals of Mathematics, I believe you have read it, so I won’t repeat it here. The Riemann Hypothesis is a great mathematical proposition, and it is also the most difficult, profound and meaningful one I have studied so far.

Mathematical propositions.”

The audience was quiet, and everyone's eyes were focused on Qin Ke.

"In my eyes, the greatest significance of the Riemann Hypothesis is that it is an important bridge between the two fields of algebra and geometry, and it is possible to achieve the unification of the two. As you may know, Ning Qingyun and I co-founded the

The "Ling Ning Number Theory Fourth-order Transformation Method" and "Ling Ning Hypergeometric Mapping Method" both involve the two fields of algebra and geometry, and their inspiration comes from my research on the Riemann Hypothesis and its expression.

The derivation of.”

"For this reason, I believe that as long as you carefully read the derivation process of the first three sets of expressions, you can see the shadow of these two lime number theory processing methods."

"It can be said that most of my academic achievements so far are inseparable from the study and exploration of the Riemann Hypothesis. It is like an inexhaustible mathematical treasure and a beacon that shines on the path of human mathematics.

!Today, I will deduce the fourth set of expressions of the Riemann Hypothesis here, and then reveal one third of the mystery of this great treasure!"

Qin Ke took the writing pad and started writing.

With a crash, several mathematicians couldn't help but stand up, staring intently at the mathematical formulas that kept appearing on the big screen.

"ζ(s)=ξcosθs ηsinθs 1∞xnn(n 1)-t*O(n-a) [∑ x^(n 1)]''-[∑ x^n]',0≤s≤t≤n"

This chapter is not finished yet, please click on the next page to continue reading the exciting content! "ζ(s)=Σ[(x^n)/(n!)]/(n 2ti-2p) O(n^(a e)

),0≤t≤p≤n”

"..."

After Qin Ke wrote six dizzyingly complex expressions in one breath, he began the derivation process one by one.

"Just as our first three sets of expressions are in a progressive relationship with each other, this fourth set of expressions is also based on the first three sets of expressions and deepens them. We can see that there are also

It involves a special form of the fundamental theorem of prime numbers. In the derivation process of the expression I just wrote, I used a hidden Markov model..."

The whole place was still quiet, except for the occasional rustling sound of taking notes quickly.

As Qin Ke continued to deduce, more and more scholars began to frown, and the confusion in their eyes became more and more intense.

Because many people found that they could not keep up with the young mathematician's thinking rhythm. Even though Qin Ke explained many details in detail, the mathematical methods and skills used were too complicated and mysterious, and they had to think hard to do it.

I was trying to figure it out, but Qin Ke had already talked about the next two pages...

Only Faltings, Deligne, Professor Tao, Mr. Qiu, Lindenstrauss, Stewart, and less than one-tenth of the mathematicians have caught up with Qin Ke’s thinking, and their eyes are full of

It is a shock and an uncontrollable admiration.

"This is the derivation of the sixth expression. I don't know if you have noticed that throughout the derivation of these six expressions, I used a new mathematical method based on stochastic differential equations. This method is not considered special at present.

Mature, I haven't decided on a name yet. The general idea is to introduce random factors into the deterministic model. In other words, the treasure of Riemann's hypothesis also involves the random function system and the chaos system. It is called 'general relativity'.

The geometric topological carrier of m-theory that is integrated with quantum mechanics is well-deserved!"

Qin Ke put down his pen and turned to look at the audience. Ning Qingyun, who was in the first row of the audience, smiled proudly. Qin Ke smiled back, and then said to everyone: "My derivation process is basically over.

, I have explained this fourth group of expressions in great detail, and I believe everyone can understand it. If you have any questions, you are welcome to ask them and we can communicate together."

Silence, the audience was completely quiet, and most people at this time only had confusion and "fuck" in their eyes.

Qin Ke was indeed very detailed, but it included too many theorems and introductions of sub-disciplines, and also used a mathematical processing method that is said to be his original creation. Unless one is very knowledgeable in number theory and has no knowledge of algebra, geometry,

A great mathematician who is very proficient in probability theory and differential equations, otherwise there would be no way to fully follow his ideas!

There were only a handful of ten or eight Philippine Prize bosses left in the audience, especially those who were proficient in number theory who could understand everything. The rest, even senior professors, could only understand most or even half of it.

About half, more people struggle to understand even a third of it.

But looking at Qin Ke's slightly open arms and his confident look, everyone present knew that this fourth set of expressions really revealed a large part of the mystery of the Riemann Hypothesis again. The Riemann Hypothesis

The crack has once again made substantial breakthrough progress!

In the question-and-answer session, only Faltins, Professor Tao, Wiles and other big figures from the Philippine Prize took turns asking some key questions. Qin Ke had already understood the fourth set of expressions thoroughly and answered them fluently.

Finally, Mr. Faltings smiled: "Let me ask the last two questions that everyone will be very concerned about. Qin Ke, how much do you think the fourth set of expressions will advance the process of cracking the Riemann Hypothesis, and finally completely

How many sets of expressions are needed to prove the Riemann Hypothesis?"

Qin Ke pondered for a while, then suddenly raised his head, with a bright light in his eyes: "Everyone can see that although my fourth set of expressions only has six, the length of the derivation process is almost equivalent to the previous three sets of expressions.

The sum of the expressions. As I said before, the first three sets of expressions cracked about one-third of the secrets of Riemann’s hypothesis, and the fourth set also accounted for almost the same proportion. In other words, these four sets of expressions revealed Riemann’s hypothesis.

The mystery of guessing two-thirds. And the distance completely proves the Riemann Hypothesis, I guess..."

He raised a finger: "Only the last set of expressions remain."

Wow!

Almost all the mathematicians in the room stood up excitedly, which means that the Riemann Hypothesis is very likely to be completely cracked within a few years, and it may not even be impossible within a year or two.

The most popular and most likely mathematician to crack the Riemann Hypothesis is undoubtedly the young boy standing on the podium right now!

In an atmosphere of shock, disbelief, and admiration, Professor Tao stood up with a smile: "As far as this fourth set of expressions is concerned, I think it is impeccable and the derivation process is very beautiful. I have to be convinced. I think today's

This academic seminar will be a milestone in the history of research on the Riemann Hypothesis! And the future is even more worth looking forward to, Qin Ke, come on, I’m waiting for your final results that will illuminate the entire mathematical world!”

Facing countless eyes, Qin Ke smiled and bowed: "Thank you, I will continue to work hard."

Professor Tao grinned and immediately took the lead in applauding vigorously.

The whole audience was soon drowned in a deafening wave of applause that lasted for a long time!

The media present were frantically taking photos and sending back press releases.

These reporters could not understand the expressions and derivation process written by Qin Ke, but they could understand the final conversation between Faltings, Professor Tao and Qin Ke!

News reports were sent to the news agency one after another, and then appeared on the Internet as quickly as possible, causing a sensation in the global mathematics community at a speed that swept away everything.

The news about the hail conjecture, which had just caused a huge stir in the academic world, had not yet reached its peak, but was instantly overshadowed by the "fourth set of expressions of the Riemann Hypothesis".

This chapter is not finished yet, please click on the next page to continue reading the exciting content! The Riemann Hypothesis is definitely the greatest proposition in mathematics. Its mathematical value also includes Hodge's Hypothesis, NP-complete problem, N-S equation and other six thousand

On top of the Jubilee Mathematics Problem, even if it only reveals one-third of the mystery of the Riemann Hypothesis again, its importance has exceeded the proof of the Hailstorm Hypothesis!

One after another, eye-catching titles are sweeping the world of mathematics!

"Today will be a milestone in the history of Riemann Hypothesis research!"

"Xia Guo's Miracle Boy announced that two-thirds of the Riemann Hypothesis has been solved!"

"The most difficult mathematical conjecture of the century has reached a major breakthrough!"
To be continued...