Reborn Technology Scholar

In July, the most exciting thing is not the graduation ceremony of colleges and universities.

But after the announcement of the college entrance examination results, the top candidates in each province's college entrance examination, and their application forms, this is the hottest news.

From June to July, for two months, the biggest news hot topics have always been topics related to the college entrance examination, whether it is the college entrance examination in June, or the follow-up attention to the status of high school senior candidates after the college entrance examination and the college entrance examination questions in various subjects, or the June

At the end of the month, each province will announce the college entrance examination results one after another, and then fill in the applications for the college entrance examination in July.

Shuimu University has been the most popular university in the country for seven consecutive years. Shuimu University accounts for the majority of top candidates in each province, and the proportion has surpassed that of Yan University by a large margin.

Then there is the newly established Twenty-Two School Alliance, and the remaining twenty-one universities are more attractive and competitive than before, and they have received many more high-quality students than in previous years.

The Dongfeng alliance between the two schools has made a lot of profits.

Shuimu University also seemed a lot deserted in July.

Except that some people began to prepare for the upcoming freshman enrollment and military training, there was nothing major.

After Qin Yuanqing attended the Twenty-Two Schools Alliance Conference for three days and two nights in mid-July, he plunged headlong into the research of superstring theory.

After all, he promised Witten to solve the basic problem this year, that is, why choose the "Kabila-Qiu Chengtong space" with the absolute value of Euler's number 6?

Without solving this problem, problems such as superstring theory and m-theory are actually like castles in the air or building high-rise buildings on the beach. They are fundamentally unstable and unconvincing.

The doubters can keep staring at this problem and ask the researchers to explain why they chose the "Kabila-Qiu space" in which the absolute value of Euler's number is 6. As long as they cannot explain it, the doubters will not be convinced.

Among the many "Kabila-Qiu spaces", why choose the "Kabila-Qiu space" with an absolute Euler number of 6?

This question was raised during the first superstring theory revolution, and was also pursued in the second superstring theory revolution. Unfortunately, no one who studies superstring theory can give an explanation.

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This is why, although string theory is a popular frontier in physics research, it has not yet entered the mainstream of physics research!

That's because the superstring theory seems perfect, but fundamentally it cannot withstand scrutiny and has fatal flaws that cannot be solved for a long time.

In order to solve this problem, Witten even personally consulted Qiu Chengtong. After all, Qiu Chengtong, who was only 29 years old, conquered the difficult geometric problem "Kabila Conjecture", so there is "Kabila-Qiu Chengtong Space".

The so-called Kabila-Qiu space, referred to as 'Kabi-Qiu' space, is a curled-up high-dimensional space. It should be said that there is no fixed model of this six-dimensional space that can be displayed on a computer, nor is there a shape

All physicists can agree.

What it looks like, no one knows.

How big is it? Some think its radius is less than one billionth of a billionth of a meter, only one billionth of the radius of protons and neutrons.

Under such circumstances, the Kabila-Qiu space itself is extremely complex, and very few can understand it. Superstring theory also uses the "Kabila-Qiu space" with an absolute value of Euler number 6.

This seems perfect, but in fact it is difficult to explain. The lack of explanation means doubt!

Mathematics is rigorous, and so is the foundation of physics, because the foundation of physics is mathematics!

Over the years, scholars studying superstring theory have collaborated with countless mathematicians, but they have not been able to solve this problem for decades.

Why did Witten hesitate for a while after receiving Qin Yuanqing's invitation, but still chose to accept Qin Yuanqing's invitation and join the Shuimu Institute of Advanced Studies? It's because Witten knew very well that the only person in the world who can solve this problem is Qin Yuanqing.

If Qin, Yuan and Qing could not solve it, then superstring theory would not be able to become a prominent theory of theoretical physics in this century, and he would not even be able to win the Nobel Prize in Physics.

Qin Yuanqing was immersed in studying the problem of superstring theory. Qiu Chengtong could not solve it, but Qin Yuanqing may not be able to solve it.

However, the question of why the "Kabila-Qiu space" with an absolute value of Euler's number of 6 was chosen has caused headaches for the world's top mathematicians for nearly half a century. It is not so easy to solve. After all, this is the problem of Lian Qiu.

Even the founder of the discipline of geometric analysis found it difficult to explain.

Sometimes Qin Yuanqing even thinks that superstring theory is just a beautiful flower that happened to happen.

This is why many scientists in the physics community, not least of whom are the winners of the Nobel Prize in Physics, dismiss string theory. What is string theory? It is a delusional theory. In the physics community, its status is the same as Sudoku. Physics

A toy for a scientist's idle mind.

From a mathematical point of view, Qin Yuanqing constantly tried to explain why he chose the "Kabila-Qiu Chengtong space" with an absolute value of Euler's number of 6. However, the progress was very slow. This speed was still faster than the original solution to the Hodge conjecture.

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Qin Yuanqing went to the Shuimu Institute of Advanced Mathematics more and more frequently. In his exchanges with Witten and others, Witten and others had already sorted out a lot about string theory, superstring theory, and m-theory.

Now, in the process of communicating with Qin Yuanqing, and in the collision of wisdom, many aspects of string theory, superstring theory, and m-theory that were considered perfect have been revised and corrected one by one, and these research results have been published in

"Nature" journal, in China, is handed over to "Journal of Shuimu University (Natural Science Edition)", and seven top-quality papers emerged in one month.

It immediately caused a big shock in the world, because there have been no such outstanding results about string theory, superstring theory, and m-theory for a long time. With the publication of the paper, those physicists who study superstring theory and m-theory looked at

Thesis is as if I am learning it all over again.

They found that after research by the Mizuki Institute of Advanced Studies, superstring theory and m-theory have become more complete and more perfect.

After learning that Qin Yuanqing was solving the superstring theory, the basis of m theory, from a mathematical perspective, the theoretical physics community turned their attention to Shuimu.

Since Qin Yuanqing solved the Yang-Mills theory and then proposed the unified theory of strong electricity, Shuimu has become another important holy place for theoretical physics in the world. It has developed prosperously in recent years, and many top theoretical physicists have appeared and made great achievements.

Physics achievements that make the world look at them.

And everyone knows that the core of this is Qin Yuanqing, because although Mr. Yang has a very important position in the world of theoretical physics, Mr. Yang is old, and this era no longer belongs to him. This era belongs to Qin Yuanqing.

It is precisely because of this that theoretical physicists have continued to come to Shuimu as visiting scholars in recent years to further their studies.

But now, Qin Yuanqing has actually started working on string theory, which cannot be ignored by the physics community.

Compared with the excitement in the physics world, this year's World Congress of Mathematicians held in Rio, Brazil, seemed bleak. There were only more than a thousand mathematicians attending. Since Qin Yuanqing was in distress in the air,

Although China has not made it public, other countries are not fools. How could they not hear the news at all. Therefore, they protect their country's top scientists and minimize going abroad as much as possible, especially to the United States.

Not many people believe in liberal democracy, the beacon of humanity, anymore.

Even the world's top mathematicians and physicists dare to attack, so who dares to believe this?

It is precisely based on these experiences that China's One Belt and One Road policy ushered in a turning year in 2018. Almost all countries along the route joined the Belt and Road Initiative. Although China has been subject to increased tariffs from the other side of the ocean, it has always fought hard and persevered.

At the same time, investment in the Belt and Road Initiative has also been increased.

If the countries along the route have no money, that's okay. China can lend you money first. All they need to do is sell iron ore and other production materials to China. If they don't have money to develop, that's okay. China can invest money in development first.

It was under such circumstances that some countries along the route began to build ports, railways, and highways. China even took the initiative to help countries along the route improve their education and was willing to allow elites from these countries to study in China under preferential conditions.

The only highlight of this World Congress of Mathematicians was the awarding of the Fields Medal to Qin Yuanqing and Perelman in recognition of their contributions to the Riemann Hypothesis. Schultz and five others were also awarded.

Mathematician.

The World Congress of Mathematicians also called on Qin Yuanqing to hold an academic lecture on the proof of the Hodge conjecture, so as to speed up research on the Hodge conjecture paper, enhance human intelligence, and promote the birth of new mathematical disciplines.

Unfortunately, after Qin Yuanqing learned that the Alliance would award the Fields Medal to him again, he posted a speech on social media, thanking the Alliance jury for recognizing him. At the same time, given that he had already won the Fields Medal, this was not conducive to the development of world mathematics.

Development, the purpose of the Fields Medal is to encourage young mathematicians to work hard and commend their contributions. If I win the Fields Medal again, it will violate the original intention of the Fields Medal and will only hit young people.

Mathematicians. So after careful consideration, he announced that he would withdraw from the evaluation of various mathematics awards in the future to give young people more opportunities.

Qin Yuanqing announced his withdrawal from the Fields Medal selection, which was not unexpected to the outside world, because Qin Yuanqing had already announced his withdrawal from the Nobel Prize selection before, and it is normal for him to announce the Fields Medal selection now.

Others need the Fields Medal to prove themselves and the Nobel Prize to prove themselves, but Qin Yuanqing no longer needs it.

As a person standing at the pinnacle of mankind, Qin Yuanqing no longer needs the Fields Medal or the Nobel Prize to add honor and glory to himself, because there is no need for it anymore.

Qin Yuanqing also gave a formal response to the question of whether to hold an academic report on the proof of the Hodge conjecture, saying that when Perelman proved the Poincaré conjecture, the mathematics community spent three years conducting demonstrations and finally reaching a unified opinion. Then he would

Give the mathematics community 6 years. If the mathematics community cannot complete the demonstration within 6 years, then he will hold an academic report.