Scholar’s Advanced Technological System

Lu Zhou didn’t know that his manuscript had become a bargaining chip for two old gamblers.

If you know, he will definitely find a way to “snap” one from both hands.

After pulling Dean Qin, who was planning to hang out the banner, and Wang Peng drove the old friends of Faltins and Schultz to the airport, Lu Zhou returned to his villa in Zhongshan International.

At the same time, after boarding the plane through the security check, I fixed the seat belt and looked out at the window like a Schultz thinking about it. Until the ground gradually pulled away to the invisible, I suddenly took it with me. Said in a sigh of emotion.

“Time flies so fast, I didn’t expect to have been here for almost a month without knowing it.”

There seems to be no more feelings about this aspect of time. Sitting next to the Faltins Professor, who has begun to close his eyes, just returned casually.

“I have to work harder after I go back.”

Schultz laughed, using as it should be by rights.

“I am very sure of that.”

Genius is proud.

He is the same about this.

In fact, the reason for choosing to go back at this time is not just because you want to find something for your student to do this single reason. In the moment when most of the work can be based on the Internet, the reasons he said are actually things that can be solved by an email.

As for the real reason…

He believes that Lu Zhou must be clear in his heart.

In the final stage of this heroism, there may not be much meaning to distinguish between high and low, but there is often only one person that can be remembered by history.

Non-creative work, they have already completed in cooperation.

As for who can cover the last tile of this building, and it is the most difficult piece of tile…

Then it depends on the ability.

This is both a tacit understanding.

It is also a dignified righteous competition.

Although he knows his chances of winning, he still plans to give it a try.

He believes that not only himself, but also the idea of ​​Faltins Professor at the moment is the same.

Feeling the long-lost blood in his chest, Schultz couldn’t help but clench his fists.

“…It’s really exciting.”

……

Flights to Germany have disappeared into the clouds.

Returning to Lu Zhou at home, I have already sat in the study.

The same thing as the Schultz Professor is that at the moment Lu Zhou’s chest is also boiling with excitement.

It’s just because it’s a different reason.

“I finally have to go to the last step…”

Looking at the drafts piled up on the desks, and the whiteboards that were filled by the bookshelf hanging on the wall, Lu Zhou, who was soaking a deep breath, couldn’t help but pick up a heartfelt smile.

The unity of algebra and geometry is only the last step.

After the leap, it is the World of LV10.

In addition, according to the legendary mission reward, the memory from Void will also reveal the most mysterious corner of the system’s many secrets.

No matter which one, it makes his heart sorrow at this moment!

Without any stop, Lu Zhou reached out and picked up the ballpoint pen resting on the corner of the table. After gently rubbing it, facing a new blank draft paper, he looked back at this month with Perelman and the The exchange and research of others began his thinking about this last proposition.

The abstract form of geometry is a very complicated thing.

For the average person, let alone study, even if it is just learning or even reading a question, there are no small obstacles.

After all, if the abstract meaning behind the numbers can be simply analogized by the “interpretation of the numbers n in different hexadecimals”, the abstract form of geometry is not so simple to describe things by words or symbols.

It requires not only meticulous thinking, but also a powerful spatial imagination and an understanding of abstract things.

Therefore, it can be said that the unification of geometry and numbers is a proposition that combines abstraction with abstraction.

Take the simpler and obvious geometric interpretation of the unary polynomial as an example.

When it is understood, its dimension is 1, which is a curve. And if you consider its plural form, since the complex dimension is 2, its abstract form is a surface.

The reverse is also the same.

Alexander Grothendieck’s theory gives a more complete framework. He thinks that an integer should be a curve in a certain sense, and each point on the curve corresponds to a prime number.

This theory has been very successful, especially in combination with the topology tools it has created. Many useful methods and maths tools have been developed to solve many problems in algebraic combination.

Even when Witeng studied string theory and tried to use the Jones polynomial to explain Chen-Simmons theory, it was inspired by this idea.

Furthermore, there is the birth of the latter M theory.

What Lu Zhou is doing now is to expand the framework of this theory, to promote this idea, and to extend it to the field of algebra and geometry, and even the Langland program, motive theory, and all meanings. The above homology theory covers both…

And on this basis, the birth of new mathematics, and even the new World!

For this brand new World, at least half of it is what Alexander Grothendieck has predicted in the standard speculation, but it has not yet been confirmed.

As for the other half, even the father of modern algebraic geometry is afraid to imagine…

[ Let X be a non-singular projective cluster on the algebraic closed field k of the feature 0. When we take an embedding k→C, we get a complex manifold X(C)…]

A few rows of calculations were printed on the paper, which simply outlined the framework of the whole proof.

Looking at the calculations on paper, Lu Zhou whispered in a voice that only he could hear, only words he could understand.

“All the homology has been abstracted into a set of geometric components, and the exact expression of Cq(D,k) is substituted into the inference 4 for derivation by the Fold method…”

“A collection abstracted from geometry, mapped to a set of n.”

“…So the most probable solution is already coming out.”

The smoldering flame flashed in the gaze, and the nib that solidified on the paper suddenly moved.

a path of traces of ink, such as the stream of streams, converge on paper into a path of mysterious and full of mathematical aesthetics. Under the traction of the meticulous thinking, a huge outline is drawn. blueprint.

Time passes by one minute.

There is only a brush stroke in the study.

Lu Zhou, who has fully entered the state, completely forgets the time and space, even forgets his own existence, and is immersed in the ocean of mathematics.

As if this is not completing a proof.

It is a symphony about the universe.

–

(Thanks to the book friend “ALhone” of the alliance lord to reward ~~~~ foreign business ing, plus back will definitely make up QAQ)