Scholar’s Advanced Technological System

After Vera's report ended, not only did it attract enthusiastic response in the General Assembly, but it also attracted the attention of the media at the International Congress of Mathematicians.

Mathematics has long been regarded as the domain of men, and few women have been able to achieve remarkable results in this field. And that means that the impact of any outcome will be amplified.

Even more so, as a digital game that once prevailed in North America, it was not less difficult for Horn Valley to speculate on the proposition itself.

Unfortunately, however, the young mathematician did not seem to like being interviewed, or feared the feeling of being directed at the camera.

Fortunately, though Vera herself could not be interviewed, her mentor spoke better.

The third day after the presentation, the fourth day of the International Conference of Mathematicians.

Journalists from the BBC Science Program booked a time with the Ark for a short interview at a coffee shop near the Hotel Baladatijuka.

BBC reporter: "… As we all know, there are two reports that will be relevant to you, with Horn Valley speculation being proven by your student, Miss Vera Puyui. How would you rate your students? ”

Ark: “Vera is a brilliant student, including her other two collaborators, Qin Yue and Hadi, who are also quite talented in mathematics. I do not think that gender is an issue that requires transitional attention, and some of the scholars I know are remarkable women. ”

BBC reporter: "I heard she was coached by you when researching the Horn Valley speculation, and many people think you actually solved it. How do you view these remarks or rumors? ”

The Ark laughed: “It is beyond doubt that all I have to offer is thought and methodological guidance to solve the problem, and that they have done the whole thing themselves. Moreover, the cluster approach has proven to be an excellent mathematical method that can be used to solve many problems with additive mathematics. ”

Journalist: "So with regard to the cluster approach, which question do you like best about it? Or, what field of propositions are being studied? ”

The ark laughed and said, "Do you really want me to? Actually, I think even if I don't say it, my colleagues will probably see it. ”

The reporter smiled, “Why don't you talk about it and take care of us lay people? ”

The Ark thought about it and briefly answered: "The Waring question. ”

Among the many additive mathematical questions, the question of Hualin is arguably one of the classic propositions.

This proposition originated in Algebraic Thoughts published by Warling in 1770, in which Edward Warling himself speculated that for each non-1 positive integer k, there was a positive integer g (k), so that each positive integer could be expressed as the sum of up to g (k) k quadrants.

As a classic issue in the theory of additivity, there are a few people who do research on this issue.

Wherein the existence of g (k) has been proven by Hilbert in a complex way, the case of g (2) = 4 is the quadrangular sum theorem, as early as the eighteenth century LaGrand Day.

Among the subsequent investigators, Weifereg, Balasubramanian, and Chen Jingrun demonstrated g (3), g (4), and g (5), respectively.

If you're going to ask the ark which issue it would be best used to solve, then there's no doubt that it's the Warrings issue.

“That's amazing...” The reporter looked at the ark in surprise, and although she was not an academic, she was still a journalist in the science section and had heard about the place of the issue in mathematics.

After a moment of pause, BBC reporters continue to ask: "So we all know that you have proven that the solution to the NS equation exists, and that your proof is widely recognized by academia… But if, I mean, hypothetically, the proposition is not proven, but is it perjured, and what will be the impact on our lives? ”

Ten fingers crossed on his knees and the ark, leaning against the chair, laughed and said with ease: “In fact, if this proposition were to be proven false, it would make more sense. In the case of smoothness, if we find that at a particular point in time, our equation is no longer smooth, it may mean that we have not only solved an outstanding mathematical dilemma, but also that we have discovered new physics. ”

Reporter: "Are you sorry about that? ”

The Ark sighed: "It's unfortunate… in fact, when we worked with Professor Feverman on this subject, we thought we had discovered this particular point in time, and unfortunately proved that it was just an illusion. ”

“What made you find out? ”

“While jogging by the lake, as for the more specific thinking...” The ark looked around and asked, "Is there a blackboard here? If so, I could elaborate on that. ”

"This… is not necessary," said reporter Khan. ”

Relevant stories were released the day after the interview, after the editing of the BBC science program, inserted some snippets from the press conference, which was to restore the interview.

After watching news videos on the oil and earth, the Ark also looked at the Eye Review Area.

Unfortunately, however, foreign netizens don't seem very interested in both mathematics and bullying, and the focus is entirely on Vera.

And the top comments, translated basically, are "Miss is so beautiful!”, “Want to organize a tour to Ukraine”, "Have a boyfriend? Want a girlfriend?" and so on.

He admitted that Vera did look a little dazzled when she tried to overcome the weakness in her heart and stood on the stage bravely reporting. But what really deserves attention is not on these boring things at all.

It's superficial!

I shook my head and the ark closed the video. I didn't want to talk about being ignored by my internet friends...

……

At the heart of the International Conference of Mathematicians, and in academic exchanges, there have indeed been a number of excellent papers and reports during the Conference. In many ways, the Ark boat has been very productive in this congress.

After a full day of academic exchanges, the nine-day International Congress of Mathematicians finally came to a close with a group of South American artists singing and dancing.

After the closing ceremony, the General Assembly logo outside the Baradatijuka Hotel was withdrawn, and scholars from all over the world embarked on return flights.

It is worth mentioning that in the end Bill Carl still did not find his missing medal.

However, the organizers had held a special awards ceremony to compensate him for the missing medals, without leaving the Conference with irreparable regrets.

“… the security situation in Rio was disappointing, and there was even a robbery on the beach, undoubtedly one of the worst ICM congresses in history. There has never been a theft of the Filtz Prize before, and it was only half an hour after the award ceremony.” On the return plane, Professor Feverman shook his head.

South American mathematics excels in the direction of power systems, led by Brazil, which is one of the reasons why this Mathematics Congress chose to take place in Rio de Janeiro.

Although the International Union of Mathematicians had previously had concerns about the security situation in Rio de Janeiro, it had not occurred to me that something so serious, let alone so embarrassing, would have happened.

The attitude of the local police in Rio de Janeiro in particular is even more disappointing.

If it weren't for the excellent reports at the conference, this ICM conference could only be described as bad…

The Ark laughed and said, "Why don't you come to Beijing to host? I assure you, even if you dig three feet, the missing medals will be found. ”

Of course, the Ark feels that the bigger possibility is that the thief was targeted before he could make a move and was killed just as soon as he reached out.

After spending so much time outside, besides his family and friends, what he misses most is the security environment in the country.

Professor Feverman laughed.

“This is a good idea, and I believe there must be this opportunity in the future! ”