The core part of "Strong BSD Conjecture Proof" is displayed on the large screen:

analytic  rank≥2,gauss  conjecture  in  quadratic  …h(d)>1/55(lnidi)n(1-2√p/p+1)…l(e,s)np(1-ap/p^s+p/p^2s)^-1→l(e,s)=c(s-1)^r+high-order  items!

Academician Su Wenxie said: "There is a place that I can't explain. Under the condition of analytic  rank≥2, the distribution of rational points on the elliptic curve may not necessarily follow your proof plan. You circled around and looked fancy, but it seemed to be back to the original problem, that is, the point where the coordinates are rational numbers does not meet the principle of local overall. So Professor Ou, I think your plan is worth pondering in some details."

As soon as Academician Su said this, other members of the Shuimu Mathematics Team nodded one after another. They stared at Ou Ye with bright eyes, believing and dancing with doubts, and flying with affirmation and negation.

Xiao Huang felt nervous and felt nervous. The question raised by Academician Su was both tricky and critical.

Yes, Teacher Ou, how do you explain that the rational point distribution on the elliptic curve absolutely follows the plan you set?

Of course, Xiao Huang has studied "Proof of Strong BSD Conjecture", but it does not mean that he can study it thoroughly.

Explaining the job of "Proof of Strong BSD Conjecture" requires a very high level of mathematics.

Although Zhao Tian, ​​Xiaoyun and Zeng Han are the authors of "Proof of Strong BSD Conjecture", these three students cannot fully explain every detail of this paper. Just lie down and call the boss 666 while lying down.

This mathematical seminar between Yan University and Shuimu seems to have evolved into the graduation defense meeting of Ouye's research group.

Students who have participated in the graduation defense meeting know that the defense meeting judges first assume that you can obtain a degree certificate and graduation certificate through the defense.

Based on this assumption, based on the graduation thesis you have written, the reviewer asks several key questions to ask you to answer and state.

Usually, as long as students do experiments honestly, write papers diligently, and state key issues clearly at the defense meeting, they can graduate smoothly.

Academician Su is also like a kind and strict mentor. He first assumed that the "Proof of Strong BSD Conjecture" was established, and then led his team to explain. During the explanation, Academician Su's team had some doubts.

At the real graduation defense meeting, the reviewer will also have doubts about the students' papers. The main doubts are: Is your paper data false? Is it plagiarized? Should someone ask for a ghostwriter?

As for Academician Su’s team’s doubts, Ou Ye’s understanding is that they may not understand, right?

There are many cases in the history of mathematics where famous bigwigs cannot understand other people's papers.

The paper written by Abel, a Norwegian mathematical genius, cannot be understood by Gauss of his time, and Cauchy cannot understand it.

Gauss and Cauchy were already masters of the founding sect at that time, and they really failed to understand Abel's paper.

More than a hundred years later, Abel's paper was proven by the mathematics community. Abel Group and Abel Geometry became a classic in the history of mathematics and were written into textbooks for students to learn.

In the 19th century, Gauss and Cauchy failed to understand Abel's paper, so we can't blame the two big bosses. Abel himself also has to bear certain responsibilities.

At that time, Abel was very poor, so poor that he couldn't afford to eat and went hungry all day long.

The original text of the paper written by Abel was more than 10,000 words, but because of poverty, he compressed his more than 10,000 words of manuscript into 6 pages, and then printed it into several copies, and sent it to authoritative mathematicians such as Gauss and Cauchy.

Gauss and Cauchy failed to understand Abel's compressed version of the 6-page paper, and the big guys unanimously agreed that Abel was nonsense.

Some people say that Abel sent his more than 10,000-word manuscript to Gauss, wouldn't Cauchy be done?

But Abel did not do this, the specific reason is unknown.

Or it was because the document express fee was charged per page number at that time, and the express fee was even more expensive.

Poverty makes people autistic.

The poor and destitute Abel died when he was only in his twenties, and was haggard and sad when he died.

This shows the rules in the mathematics community. If the big guy says that the paper you wrote is true, then it is true.

The boss said that the paper you wrote was nonsense, so you can write a new one.

If you go against the boss, you won’t have a good ending.

The same rules are the same in the mathematics community today.

Fortunately, Ou Ye is not short of money, and her manuscript was 42 pages, and finally expanded to a 405 page paper. She can afford the printing fee, layout fee and express delivery fee.

When Abel faced the big boss's doubts, he seemed to be inferior.

On the one hand, it is poor, and on the other hand, it may be related to Abel being Aries.

The wealthy Virgo Ou Ye stood up and walked to the blackboard in the lecture hall: "I'll explain the doubts of Academician Su."

Everyone looked at the blackboard.

Ou Ye picked up chalk and wrote and painted.

She first drew a standard right-angle triangle with three sides lengths of 3, 4, 5.

Obviously, this is a Pythagoras triangle.

This classic triangle contains a theorem: when the hypotenuse d=5, there is no right-angle triangle with an integer length and an area of ​​5.

"Is this...a geometric method for middle school students?" Xiao Huang said intimately, explaining the BSD conjecture at the level of millennium problem, should we start from middle school mathematics?

The Shuimu team was also confused. They kept their attention silently.

Immediately afterwards, Ou Ye drew a right-angle triangle with side lengths of 3/2, 20/3, and 41/6 respectively.

This triangle also contains a theorem: there is a right-angle triangle with a rational number and an area of ​​5.

A rational number is the ratio of an integer a and a positive integer b, which is the teaching content of middle school mathematics.

Can drawing right-angle triangles that both middle school students understand to answer Academician Su’s team’s doubts?

No, it cannot.

Ou Ye's pen tip turned and extended on the basis of two right-angle triangles, she wrote an algebraic proof formula.

brush!

Academician Su stood up suddenly, his body trembled slightly, and his eyes flashed.

The simpler it is, the more complicated it is!

The more complex it is, the simpler it is!

The bsd conjecture itself is buried deep in the extremely advanced field of mathematics, but we can explain the bsd conjecture based on some of the most basic mathematical principles.

The endless elliptic curves have rational points and are actually in line with the classic geometric settings of ancient Greece!

Two right triangles, one algebraic proof.

It's enough!

Academician Su and the old man rushed to Ou Ye wildly. He held Ou Ye's hand tightly and said excitedly: "Chao Wen Dao, Xi Ke died. I understand, I understand, thank you, Ou Ye!"

"Mr. Su, I should thank you." Ou Ye said sincerely.

"Hahahaha!" Academician Su raised his head and laughed, then said to his team: "Young people, keep working! Within two weeks, we will complete the interpretation of "Strong BSD Conjecture Proof"!"

The young men looked at each other, and the battle between masters was indeed very profound.

Regardless of whether the young people understand or not, Academician Su understands it anyway.

Under the guidance of Academician Su, Shuimu Mathematics Team vigorously promoted the interpretation of "Strong BSD Conjecture Proof".

Academician Su and Ou Ye, who had never met many times, also became friends of age.

Shen Qi's national tour speech came to his hometown, Nangang City.

Nangang City is a cultural center, political center, business center and academic center in the South China region.

The city has nearly 100 universities, the top five in the country.

However, there are actually only two Double First-Class universities in Nangang City.

Shen Qi's speech in Nangang City was mainly arranged at two double first-class universities.

CUHK and Shen Qi held three lectures in this double first-class university, one for students and the other for faculty and staff, and the third was a special study meeting for party members and cadres.

All universities try every means to strive for Double First-Class qualifications. Double First-Class benefits are very good. They have many resources, many funds, and many preferential policies.

Looking around the world, it is difficult to see the Philippine Award. Nobel Prize winners go to second-rate universities to give speeches, and it is even harder to see the Philippine Award. Nobel Prize winners are honorary professors and visiting professors at second-rate universities.

The president of CUHK recruited Shen Qi as the visiting professor of the school, but Shen Qi declined.

The principal of CUHK is very regretful. If Shen Qi can become a visiting professor in their school, it will be a great sign.

Yanda has the highest admission line in the past five years, with an average admission line exceeding Shuimu University by 15 points.

In some provinces, candidates who scored 750 in the college entrance examination will not be able to get to Yan University even if they get 700 points.

Especially for science majors, especially mathematics and physics majors, if they fail to be successfully recruited by the Yan University Mathematics and Physics Institute, they will have to be more than 30 points higher than Yan University’s minimum admission line.

It’s also very perverted to think about it. The candidates admitted to Yan University’s Mathematics Institute and the School of Physical Education are basically the top scorers in the college entrance examination science subjects in various provinces.

Yan University’s college entrance examination admission line has been increasing year by year, and the qualification to be admitted to Yan University for competitions has become increasingly strict. Even international students who come to Yan University to study must go through extremely abnormal tests.

In the past, the capital was competing for hegemony, but now Yan University has become the number one university in China.

The students of Yan Daxing are all a group of perverts and strong perverts.

On the one hand, the overall strength of Yan University is constantly improving, including scientific research and teaching, and has indeed become the first in China and the forefront in the world.

On the other hand, it may be related to personal information, such as Shen Qi, who worked at Yan University, had an influence and appeal. At least that's what the president of the CUHK thinks.

The principal said enthusiastically: "Academician Shen, thank you very much for your first speech at Nangang, which was placed at our CUHK. I really hope that you can serve as a tenured honorary professor at CUHK, or a visiting professor with a term of employment. We have set up the highest level of lectures for you, and we are temporarily planning to be a 'Yixian Lecture Professor'. What does Academician Shen think?"

Shen Qi smiled and asked, "How many years will I hire you?"

The principal felt the hope of success and said, "I hope it is, ten thousand years."

"Haha!" Shen Qi laughed so hard that he couldn't stop. He said tactfully: "I do want to contribute to my hometown, but there are many ways to contribute."

"That's it, that's OK. I respect Academician Chen's meaning." The principal could only think that the style of the MENA was not high enough to attract Academician Chen's favor.

CUHK is a deputy ministerial-level organization directly under the central government. Shen Qi really wants to contribute to his hometown. He contributes to CUHK, serving both the central government and the local government. After all, CUHK's campus is located in Nangang City.

"As a native of Nangang, my dream was to get into the CUHK University, but things were unpredictable, so I finally went to Yan University." Shen Qi couldn't help but sigh when he looked back on the past. In the eyes of their Nangang people, the places north of Nangang are all in the north, while the native Nangang people would travel to the north, but rarely settle in the north.

It is all rumor that people in Nangang eat Hu Jianren.

Cannibalism violates the criminal law. Nangang people generally understand the law, and they will never dare to eat others.

But it is true that most people in Nangang live and die here.

Shen Qi settled in the north for many years and formed his own family.

Scientists are mobile. Shen Qi returned to his hometown and decided to contribute to his hometown: "My first major is mathematics. What I care about most is mathematics. I also care about Zhongda's mathematics. Zhongda's mathematics has been built into a world-class discipline. I want to do a little more effort for Zhongda's mathematics."
Chapter completed!