Scholar’s Advanced Technological System

Lu Zhou didn't know that his manuscript had become a chip on the table of two old gamblers.

If he knew, he would definitely find a way to "slap" the two.

After grabbing Dean Qin, who was planning to send a banner farewell, and Wang Peng drove two old friends, Faltins and Schultz, to the airport, Lu Zhou returned to his villa at Zhongshan International.

At the same time, I boarded the plane through the security check, fastened my seat belt, and looked at the Schultz out of the window, thinking about it, until the ground was gradually pulled away to be invisible, I suddenly used some Said with emotion.

"Time flies so fast, I didn't expect to have been here for almost a month."

There didn't seem to be any more feelings about time. Professor Faltins, who had begun to close his eyes and calm himself, sat back and simply replied.

"You need to work harder when you go back."

Schultz smiled and said in a natural tone.

"I am very sure of that."

Geniuses are proud.

In this regard, he is the same.

In fact, the reason why you choose to go back at this time is not just for the sole reason that you want to find something for your students. At the moment when most of the work can be carried 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's heart must be clear.

On this final stage of human heroism, it may not make much sense to distinguish between high and low, but only one person can be remembered by history.

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

As for who can put the last tile on this building, and the most difficult tile ...

It's all up to you.

This is both a tacit understanding.

It is also a dignified competition.

Although he knew his odds were slim, he decided to give it a try.

He believes that not only himself, but Professor Fartings is thinking the same way now.

Feeling the blood of a long absence in his chest, Schultz couldn't help but clenched his fists.

"... It's really exciting."

...

Flights to Germany have disappeared in the clouds.

Lu Zhou, who returned home, was already sitting in the study.

Like Professor Schultz, at this moment Lu Zhou's chest was also boiling with excited blood.

It's just that, for very different reasons.

"Finally the last step ..."

Looking at the drafts piled up on the desk, and the filled white board hanging beside the bookshelf by the wall, he took a deep breath, and the corner of his mouth could not help but draw a heartfelt smile.

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

After crossing, it is the world of LV10.

In addition, according to the rewards of legendary missions, the memory from the void will also reveal the most mysterious corner of many secrets in the system for him.

No matter which one, he is full of passion at this moment!

Without any pause, Lu Zhou reached out and picked up the ballpoint pen resting on the corner of the table. After shaking it gently, he faced a brand-new blank draft paper, while reviewing this month he and Perelman and others Communication and research, he began to think about this last proposition.

The abstract form of geometry is a very complicated thing.

For the average person, let alone research, there are no small obstacles even for just studying or even reading questions.

After all, if the abstract meaning behind numbers can be simply analogized by the method of "interpreting the number n in different bases", the abstract form of geometry is not something that can be simply described by words or symbols.

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

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

Take the simpler univariate polynomial with obvious geometric explanation as an example.

When it is understood, its dimension is 1 and it is a curve. If we consider its plural form, since the dimension of the complex number is 2, its abstract form is a surface.

The reverse is the same.

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

This theory is very successful, especially in combination with the topological tools created by himself, many useful methods and mathematical tools have been derived, which can solve many problems in algebraic integration.

Even when Witten was studying string theory and tried to use the Jones polynomial to explain Chen-Simons theory, he was inspired by this idea.

Furthermore, the birth of the later 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 Langlands program, motivation theory, all meanings. The above cohomology theory covers all of them ...

And on this basis, breed new mathematics and even a new world!

For this whole new world, at least half of it was predicted by Grothendieck in the standard conjecture, but it has not been confirmed yet ~ www.readwn.com ~ As for the other half, it is even the modern algebraic geometry Father dare not imagine ...

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

A few lines of calculations are printed on the paper, which simply outlines the framework of the whole proof idea.

Looking at the calculations on the paper, Lu Zhou muttered to himself in a voice that only he could hear, and murmured words that only he could understand.

"All the cohomology has been abstracted into a geometrically composed set, and the exact expression of Cq (D, k) is substituted into the inference 4 through the Fold method to derive ..."

"A set consisting of geometric figures abstractly mapped to a set of n."

"... So, the most likely solution is already on the horizon."

There was a flash of flame in his eyes, and the nib solidified on the paper suddenly moved.

Traces of ink, such as a flowing stream, converged on the paper into a mysterious and mathematically beautiful calculation formula. Under the traction of that meticulous thought, they traced a large blueprint stroke by stroke.

Time passes by every minute.

Only the sound of brush strokes remained in the study.

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

As if this is not a proof of completion.

It's a symphony about the universe.

——

(Thank you, the book leader of "ALhone" for your reward ~~~~ I'm here for business trips, and I will definitely add QAQ when I come back)

Light pen

Vertex Novel Mobile Station