Junxin's words amused all the mathematicians present who participated in the chat room, but everyone also expressed their understanding, after all, after almost a whole day of high-intensity thinking, how could they not feel tired? At this time, Junxin's eyes were obviously a little dim, and his face was pale. If it weren't for the identity of the host and the host of the report meeting, Junxin swore that he would not hesitate to go back to the dormitory to solve his sleep problem first.

Indeed, Junxin only stayed for a short time, then said hello to the mathematicians on the scene and left the discussion room.

However, although Junxin left this discussion room, it did not affect everyone's enthusiasm for discussion in the slightest. The people who had already digested the content and questions of the Junxin daytime report became the protagonists, and they began to have heated discussions with other people who had not yet understood the content of today's report or who still had questions.

The discussion didn't end until after eleven o'clock in the evening, which forced the Princeton staff to prepare for supper, and by the time the "mouthful" and "foodie" mathematicians returned to the hotel to rest, it was nearly twelve o'clock.

On the second day of the presentation, according to the original plan, the first person to give a presentation was naturally from Professor Faltings of the Institute for Advanced Study. Because of the time constraints, Professor Faltins did not enjoy the treatment of Junxin, so he only had about an hour to elaborate on the content of his report and answer questions from the questioners.

However, the content of the report prepared by Professor Faltins still made Junxin's eyes shine, and Professor Faltins did not start from the Modell conjecture, but unusually carried out in-depth exploration and research from the perspective of Jacobian clusters, thus driving the understanding of some subtleties in the process of proving the Model conjecture, which is indeed worthy of its reputation as a genius mathematician.

Fifteen minutes after the intermission, Professor Barry Mayshoul from Harvard University, who did a slightly different approach from Professor Faltins, first spent about ten minutes talking about the divergent problems of some inferences in the Modell conjecture, and then focused on the relevant applications of these divergent problems, focusing on the application of the Modell conjecture.

If Professor Faltins' approach is a complement to Modell's conjecture, then Professor Maychel's approach is an extended interpretation of Modell's conjecture. The two used their own different methods to explain the Modell conjecture from different angles, which was a great inspiration for Junxin.

This is the end of the theme of this exchange session, but that does not mean that the exchange report is over. In fact, almost all the mathematicians in the United States were invited this time, and all the universities in the United States that could be named and had mathematics departments, the various mathematical institutes, the mathematical groups of the various institutes, except for the necessary left-behind personnel, all rushed to Princeton. Therefore, it is natural that he will not come to listen to Junxin's report on the proof of the modleur's conjecture, although this proof has almost changed the cognition of the entire mathematical community, but Junxin has not yet arrogantly believed that his proof has reached the point of the incomplete theorem of his predecessor Gödel of Princeton.

In fact, the Modell conjecture that Junxin was preparing to give a lecture on this time was just a link and a means to bring together the elite of the American mathematical community. So the next few days will be the main event.

However, although mathematicians from all over the United States were summoned, professors from many other countries who were teaching in the United States or mathematicians who were visiting the United States were not absent.

After the morning presentation, the afternoon and evening were free discussions, but the sharp-eyed Junxin found that among these people, there were not a group of high-level scholars in the American mathematical community such as Professor Chen and Professor Milno, and they did not know what they gathered to discuss.

However, Junxin was only curious about this question in his heart, and then he was surrounded by those enthusiastic people, and then one after another questions were thrown at Junxin, and then, all of Junxin's thoughts were gone, and he obediently answered the questions of these professors.

Although Jun Xin is really a little insensitive to the overwhelming problems, but to be honest, he doesn't hate this feeling. It's not that Junxin likes to be surrounded by people and be the focus, he is not a star, and he has no idea about this nature, on the contrary, he even hates it a little. However, he likes to talk to a group of like-minded people about his ideas, and talk about topics and research that he has not fully figured out.

China has just come out of the haze, and it is almost completely lagging behind the West in scientific research, which Junxin has to admit. So when I was in China, every time I encountered a problem and wanted to discuss, I found that I couldn't find a suitable candidate. So that even if he had some good ideas, because no one could understand them, he had to temporarily put them in his heart in the end.

However, now is a good opportunity, in such an exchange meeting, no matter what kind of ideas Junxin has, no matter what branch of mathematics problems are raised, there will always be someone to follow his train of thought, and discuss with Junxin on an equal footing. In such an environment, Junxin is like a fish in water.

However, in keeping with his usual style, even if he asks any questions, they must be related to his research. For example, now, because Professor Thurston, Professor Yau Chengtong and other experts in the field of topology are not there (and other disciplines are the same), Junxin is communicating with an expert in the field of topology.

In fact, it was not Junxin who took the initiative to find the professor named Hamilton, but on the contrary, Professor Hamilton took the initiative to find Junxin. Professor Hamilton is a professor in the Department of Mathematics at Harvard University, and naturally has a deep knowledge of mathematics. However, Professor Hamilton's best discipline is topology, and he has exchanged results with Professor Yau many times, and at the request of Professor Yau, he also took two Chinese graduate students to study Ricci flow with him, which is Professor Hamilton's important achievement in topology, and this achievement is an important tool used by the famous Russian mathematician and mathematical geek Grishaly Perelman to prove the three-dimensional Poincaré conjecture.

But at this time, this beauty-loving, surfing playboy was obviously bitter when he discussed with Junxin. After listening to Professor Hamilton's explanation, Junxin understood the difficulties he encountered.