Everyone understood what they should understand, and they didn't know where to ask questions about what they didn't understand. This report was a complete success, and we can officially announce to the world that another world problem, the Polignac conjecture, has been solved.
"Well, this lecture ends here. Thank you all for coming and listening!"
Wu Tong bowed lightly to the audience as a farewell.
The people in the audience burst into applause again. Led by the top bosses in the front row, led by Deligne, the whole audience stood up and applauded. This was the best reward and celebration for Wu Tong's report.
Congratulations to Wu Tong on his successful international debut, and thanks to him for once again providing a perfect answer to a difficult problem that has troubled the world for a century.
As the sensational lecture concluded successfully, its impact spread beyond the conference hall. Domestic and international media rushed to cover the event. A prominent European newspaper published a headline titled, "Gauss, the Living Oriental Genius, Amazed Mathematicians Worldwide!"
Domestic media, naturally unwilling to lag behind, quickly jumped on the news and reposted the grand occasion of this International Congress of Mathematicians. Various exaggerated headlines instantly flooded the entire internet.
[A 17-year-old math prodigy from the East has proven three of the world's most difficult problems in just six months!]
Is Gauss-Ola's reincarnation? 17-year-old girl becomes internationally famous!
A 17-year-old Chinese prodigy wins an international award and is awarded the Ramanujan Medal!
Since ancient times, the topic of genius has always attracted people. Many people click on the title out of curiosity, and after reading it, they are shocked to the point of questioning their lives. Some people are only seventeen years old, but they have already made great achievements that amaze the world.
[Because of the sound of the trumpet, my God is awesome, my God will create more glory! ]
[Has the Polignac conjecture been proven? Is the next step to reach the summit of the Gökçen conjecture? Otherwise, what else can stump our God besides the seven Millennium Problems?]
Yuanmingyuan Polytechnic Institute sent a congratulatory message, congratulating our student Wu Tong on her brilliant international achievements! Younger students bravely walk the flowery path, and senior students wave the flag and cheer forever!
Starting from this building, the tall buildings began to tilt.
[Congratulations from Wudaokou Vocational and Technical College. The neighbors are really lucky. This doesn't include my god!]
【Congratulations from Wujiaochang Secretarial Vocational and Technical School! 】
[The First Construction Team of Hai City sent a congratulatory message! ]
[Shengmajiagou Boys Technical Vocational School congratulates our god for his success again! ]·······
There are some people who don't understand and are confused about why so many vocational and technical colleges send congratulatory messages to their talented young students?
This immediately caused a lot of onlookers to burst into laughter, and they began to diligently answer questions for this lost lamb, telling him the real name behind these complaints...
The Internet was as lively as the New Year, and the influence continued to ferment. Wu Tong's name was well-known both at home and abroad.
Wu Tong did not pay attention to the hustle and bustle of the outside world. She continued to pay attention to the reports that interested her, and gradually became familiar with the international scholars who occasionally listened to overlapping reports at the venue, exchanging each other's insights and extensions. By the way, she received invitations to write articles from major journals as soon as possible.
Wu Tong didn't have to choose, opting for the first invitation he received. It was an inquiry from the editorial department of Acta Mathematics, asking for Wu Tong's proof to be published in the semi-annual journal.
Acta Mathematica, one of the four leading international mathematics journals, was founded in 1882 and is affiliated with the Royal Swedish Academy of Sciences. It was the first to be published, and its status was on par with the Annals of Mathematics, to which she had previously submitted her work. It only publishes two volumes per year, each with two issues. They wanted to publish Wu Tong's proof in their newest journal, which was due to be published in the second half of the year, and there was no reason for Wu Tong not to choose it.
The review editor and Wu Tong discussed the publication arrangements in detail. In view of the two major focuses of Wu Tong's report, they decided to publish the infinite group proof method and the proof of Polignac's conjecture in two parts to make it easier for mathematicians around the world to obtain information. They would adjust the format and Wu Tong did not need to bother making any changes.
Having one more article published in a top journal was a good thing. Wu Tong directly sent the Chinese and English papers he had written previously to the other party's submission email address. The efficient operation made the editor on the other side very happy.
Their decision was right, and their sincerity impressed this genius, who did not regard the Annals of Mathematics as a regular channel for submission and publication. In the future, the ranking of top journals will still depend on who works harder and more attentively!
Finally, the editor-in-chief of Acta Mathematics specially invited Wu Tong to become a reviewer for their journal. As Wu Tong's influence spread, in addition to the Annals of Mathematics, which Wu Tong had already agreed to, two other top international mathematics journals and other SCI first-tier journals also sent sincere invitations to Wu Tong.
It can be said that as Wu Tong became famous and established his foothold at the International Congress of Mathematicians, various international mathematics resources, which many domestic scholars dared not even think about, were rushed to Wu Tong.
Although Wu Tong is not required to produce results immediately for such a review, and it is even possible that some top experts may take several months, she still cannot be greedy as her energy is limited. Wu Tong only agrees to publish in the four top journals, and will review papers that she finds interesting when she has time.
As for not having time, that's a shame. She should focus on her own research. These top journals are already accustomed to the style of top international experts, so it's not surprising.
Li Yishen and Zhou Wenping were both surprised and surprised to learn that Wu Tong had two more articles published in top journals.
They were not surprised that Wu Tong's significant achievement was invited to be published by the four top journals, but they did not expect that Acta Mathematic would be willing to occupy two positions to publish Wu Tong's achievements one by one.
It's a world-renowned, core, top-tier SCI mathematics journal. When did they lower their arrogant attitude so much? Indeed, this is a privilege that only belongs to geniuses.
On August 27, this grand international conference for displaying and discussing the development of mathematics, meeting old friends, making new friends, and conducting mathematical exchanges officially came to a close.
Every participant was left wanting more. At this International Congress of Mathematicians, they witnessed the birth of a new Fields Medalist, a new Ramanujan Medalist, listened to the most influential lectures, and witnessed the rise of genius internationally.
Wu Tong's lecture has become one of the most influential lectures of this session. Many well-known international scholars have spoken and discussed it in various famous forums. In-depth analysis and research on Wu Tong's infinite group proof method have been published on arxiv, and many papers on the research of infinite group proof method have appeared.
After attending the closing ceremony and farewell dinner, a group of Chinese participants set off on their journey home.
Although she was no longer neglected abroad, the hotel was perfect and comprehensive, and the exchange meeting was fruitful, Wu Tong still felt that returning to China was the place that made her happiest and most comfortable.