CHAPTER 295: CHAPTER 120: THE NAME OF A GENIUS

At least one thing Tian Yanzhen said was right: regardless of how people felt about his results, Qiao Yu, this sixteen-year-old boy, had become the star of this seminar.

Even in the lecture the next morning, some professors felt quite regretful about his absence, like Professor Everton.

When he attended Professor Phelps’s lecture in the afternoon, he was surrounded in a physical sense, as many people wanted to discuss the ideas he had expressed the day before.

Before the lecture began, Professor Phelps even invited him to stand on the podium and take a photo with him. This briefly caused dissatisfaction from Professor Everton, until he also stood on the podium to take a photo with Qiao Yu, after which the lecture officially began.

Qiao Yu listened more attentively as well.

In fact, he had no choice but to be attentive, as the professors on stage occasionally directed their gaze at him. Well, this was something Director Tian specifically emphasized, as a basic form of respect.

Offending a mathematician is actually quite simple. Perhaps the most embarrassing way is to tell him face-to-face that the theorem he proved is meaningless, and the second most embarrassing way is probably to show disdain for his lecture. However, the latter is nearly equivalent in meaning to the former.

If fellow researchers in mathematics thought someone else’s work was meaningful, they would take their lecture seriously.

Even if Qiao Yu is not considered a mathematician yet and doesn’t understand these unwritten rules in the math community, he understands the inexplicable competitiveness among men.

Even though these are renowned professors from well-known universities and research institutes, didn’t Professor Everton just insist on taking a photo on the first day of the lecture before allowing Professor Phelps’s lecture to officially start?

So, if he listened carefully to Professor Everton’s lecture on the first day and found it quite rewarding, but was inattentive and didn’t listen to Professor Phelps’s lecture today, he would unwittingly offend people.

Qiao Yu doesn’t mind offending people.

But considering that Professor Phelps showed goodwill towards him before the lecture started and is a potential future ally in the world academic field, it’s not worth offending him. This is the simplest calculation problem; it doesn’t need complicated mathematical knowledge and can be done once you learn addition and subtraction in the first grade of elementary school.

Moreover, the saying deeply moved him; it’s always good to have more friends.

The same applies to the mathematics world. Based on what Qiao Yu knows about Director Tian and Elder Master’s experiences, when the person opposite raises his head and looks around only to find no friend in the world, he has already won.

Also, Qiao Yu discovered that being young is indeed the perfect protective charm; it easily wins the favor of these uncles and elders.

As soon as the lecture ended, he was surrounded, and some even asked him for his WhatsApp and email account.

He hadn’t heard of the former software, and he provided a QQ email, still a free version.

Professor Everton clearly encountered such a pure numerical email address for the first time, and he verified it several times.

The result was that Yuan Zhengxin reprimanded Qiao Yu, telling him to go back to Tian Yanzhen to get a proper institutional email, and held back the professors who wanted Qiao Yu’s email, suggesting that they could exchange it when everyone was leaving.

Thus, Qiao Yu came up with the most convincing reason—a rush to go back and write a paper, and hurriedly "escaped" from Huaqing University back to the Math Research Center of Yanbei University.

He couldn’t let the sugar-coated cannon shells explode on him; his most important task now was to present a complete proof. Then disseminate it as quickly as possible and have it accepted by the mainstream mathematics community.

Although he already had some ideas, ensuring the rigor of the proof process still required time. However, it wouldn’t take much more time; last night, Qiao Yu stayed up until 2 a.m. and got up at 7 a.m. Before attending the lecture, he had already completed the most difficult part.

Now, returning home and casually eating something, he should be able to finish everything by the evening, then send it to his advisor and Elder Yuan.

What he’d have to do next is simply see how his two mentors arrange things.

...

"In the classical geometric context, the Ambidexterity theorem relies on a certain equivalence between local and global geometric objects. For example, local homological algebra objects can be globalized through axioms of High-Order Category Theory.

However, research reveals that a class of singular points with conjugated spine-like structures exhibits abnormal behavior through high-order categories in a nonlinear geometric context. This type of singular point is temporarily named Qiao points in this paper, denoted as P.

Assuming the category C we use is a form of deformation category, where objects have specific geometric behaviors. For an algebraic variety X, objects in category C can be represented as a set of p-adic sheaves F.

Around Qiao points, the behavior of the local module M is affected by the Spine Structure, causing its representation in High-Order Category Theory to no longer be conventional objects but requires adding complex deformation parameters for description: Floc =Defjoe (M).

Here Def is the functor of the deformation category, describing how the module M1 at singular point P1 affects other singular points across the geometric space through deformations. The specific proof process is as follows:..."

At nine-thirty in the evening, when Pan Jingyuan was invited to the small meeting room of Qiuzhai by a phone call from Yuan Zhengxin, he wasn’t the only one there; many professors invited to participate in this event had already arrived, and on the table was just such an article.

Although not a standard paper, the proof process was concise and clear.

Pan Jingyuan could immediately tell that this was likely the work of that sixteen-year-old child, which fit well with the stereotype he had formed of Qiao Yu.