The top-notch movie queen wears books, disguises herself as a man and is handsome all over the world

Imperial City Institute of Mathematics

As the first person in the mathematics echelon of China, he took the lead in studying NS equations and achieved stage success. He published hundreds of papers, assisted China's engineering and physics research and made significant progress. He was awarded the honorary title of academician of the Chinese Academy of Sciences. He also served as a member of the Chinese Academy of Sciences. Zhou Qiong, one of the SCI anonymous review expert professors, received the review paper from the SCI editorial department.

Zhou Qiong will receive such review papers every once in a while. After reading them, she needs to write down a comment on whether they pass or fail, and then send them back to the editorial headquarters, where they will conduct the final review.

Therefore, she was accustomed to these tasks, and originally wanted to put them on hold and look at them again in two days.

But when she clicked on the email and saw the title, Zhou Qiong was shocked.

There is actually a paper on the Riemann Hypothesis.

The Riemann Hypothesis is the crown conjecture in mathematics. As a mathematics researcher, I simply cannot resist such a temptation.

Zhou Qiong stopped eating and quickly opened the paper.

When I saw the first signature.

Zhou Qiong's hair stood up instantly.

Signature: Qin Jingyu.

It turned out to be Qin Jingyu’s Riemann Hypothesis paper.

But what puzzles her is that generally, she will not be allowed to participate in the review of papers from her country. For example, for Qin Jingyu's first two papers, the proof of Zhou's conjecture and the twin prime conjecture, SCI journals will not send her an email to participate. Review.

Why did you send her a paper about the Riemann Hypothesis written by Qin Jingyu today?

Could it be that the SCI editorial department made a mistake?

As soon as the idea came up, Zhou Qiong shook her head and denied it. As the most authoritative journal in the world, it would not make such a small mistake.

The reason may be hidden in this paper.

Zhou Qiong looked impatiently, and the more she looked, the more frightened she became.

Qin Jingyu not only proved the Riemann Hypothesis, but also used two different methods to prove the conjecture.

One of them subverted her cognition.

This guy actually created an improved algorithm based on number theory and calculation methods.

This guy, how dare he! ! !

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Country M, single-family house

John Wish was the first to receive an email from Qin, a friend he considered far away in China.

Qin said to him in the email.

Professor John Wish, prove prime numbers and I will be immortal.

This is a sentence he once wrote in the book he gave to the boy.

When he saw this sentence, John Wish suddenly knew something in his heart.

Sure enough, I clicked on the paper and saw that it was the Riemann Hypothesis!

He couldn't wait to read the paper overnight.

John Wish took off his glasses after reading the paper on the establishment of the Riemann Hypothesis demonstrated by Qin Jingyu's self-created algorithm.

He had only one word to describe it.

unbelievable!

incredible!

And great at the same time.

Although this is Qin Jingyu's self-created algorithm, the sources of the algorithm are all well-founded and can fully withstand calculations and scrutiny. However, the algorithm introduced by the young man will eventually become the most popular algorithm in the history of mathematics with mature arithmetic. will face skepticism from around the world.

I'm afraid Qin Jingyu also expected this and would send the paper to him as soon as possible.

Professor John chuckled. In this case, he would naturally not disappoint his good friend Qin.

So we started preparing the data.

Two days later, John Wish received a review of the Riemann Hypothesis paper from the SCI editorial department.

Although John Wish had expected that since Qin Jingyu sent him the final draft of the paper, he would naturally submit the paper to SCI journals.

But what he didn't expect was that in addition to using the modified algorithm he used to prove the Riemann Hypothesis, Qin Jingyu even used another method to prove it.

When John Wish saw it, he was absolutely shocked!

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As a result, professional reviewers from 17 countries received the Riemann Hypothesis paper review email immediately.

The development of the facts was just as Qin Jingyu imagined. All the judges highly recognized the Riemann Hypothesis she proved. In the other article, about her self-created algorithm, half had doubts, while the other half opposed it, and only a few of them agreed. Two people agreed with her algorithm.

This incident naturally attracted the attention of the International Mathematical Union.

The International Mathematical Union, also known as the International Mathematical Union, or IMU for short, is a non-governmental international academic organization composed of mathematical academic groups from various countries and regions around the world.

Even the highest honor in mathematics, the Fields Medal, known as the Nobel Prize in mathematics, and the International Mathematical Union, an international conference of mathematicians held every four years.

The League of Nations has shown great importance to the Riemann Hypothesis proved by Qin Jingyu's own algorithm.

As a result, 119 members of the 275 member states of the League of Nations held an emergency academic meeting for this purpose. Members, including Zhou Qiong, will go to country M to participate in an academic conference on the theme of Qin Jingyu's algorithm.

Such a big news, and the fact that Qin Jingyu proved the Riemann Hypothesis and used his own algorithm naturally spread slowly in the academic circle.

In particular, the discussion on the AEIC academic exchange website was even more heated. Qin Jingyu’s previous lecture on solving twin prime numbers with his bare hands at Princeton University was live broadcast on this academic exchange website.

That day, almost all members of the exchange website watched the live broadcast. Academic netizens from all over the world almost became her fans, and all of them worshiped this big shot from China.

"Have you heard that Qin from China has made another big move?"

"My professor supervisor was summoned by the League of Nations to hold an emergency academic meeting in country M."

"Upstairs, our dean is also there."

"So, does anyone know what happened?"

"I'm also curious about Plus One."

"I know, I know, it's Qin Jingyu, the talented young man from China, who proved that the Riemann Hypothesis is true."

"Riemann Hypothesis?"

“Oh my God, is this the Riemann Hypothesis I know?”

"That's right, it's the Crown Hypothesis and the Riemann Hypothesis."

"OMG, in less than a year, this is already his third guess. At this speed, this is simply a monster!"

"No, if it's just to prove the Riemann Hypothesis, wouldn't it be enough to have SCI review experts anonymously review it? Why should such a large-scale academic conference be held urgently? Something else happened, right?"

"The above statement is wrong. I am in the editorial department of SCI journals, but I am not in the mathematics field. I heard from people under Editor-in-Chief Oliver that the review of the Riemann Hypothesis proved by Qin Jingyu is still in progress. The conference held this time The content of the academic conference is whether Qin Jingyu’s self-created mathematical algorithm is valid, and the Riemann Hypothesis only accounts for half of the content.”

"Qin Jingyu created his own algorithm?"

"My god! His own mathematical algorithm? It's incredible!"

"As expected of our young mathematician from China, he is so awesome, woohoo!!!"

"Oh, mathematician?"

"Hahahaha, you don't know, right? Qin Shen won our country's Huageng Mathematics Award some time ago, and is now the youngest mathematician in our country. Friendly reminder, official notification, he is only seventeen years old!"

"Seventeen years old!!! I'm already thirty-seven years old, and I haven't published a paper in the first section of SCI journals yet."

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