Chapter 1110

November 25.

Heavy rain in North Rhine Westphalia has raised some concerns about whether the Rhine River will run over its banks.

Located on the right bank of the Rhine River, a humble Research Institute is suffering from such problems.

The gray and black stone brick is full of the mottle of the years. Under the baptism of the wind and rain, it makes a deep cry, just like an old man who relies on the vines to breathe for the time when there is not much.

Of course, compared with the things that are really worth worrying about, this bad weather seems insignificant.

As the witness of Gottingen school and the inheritor of burbagi school, it has been thinking about the world for nearly 200 years, and will continue to think without any accident.

But this is probably the first time.

Because of a certain problem, it is so troubled

The door opened and an old man came in from the outside of the Research Institute, stepping on the water stained steps.

Shaking off the water drop on the raincoat, he handed it to the assistant who came here together. Professor fortings, who had just come here from home, rubbed his hands in the white fog and walked towards the meeting room.

It has been more than a month since China returned to Europe.

In this period of more than a month, many things have happened in the field of mathematics.

Starting with the paper on Beilinson Bloch conjecture, which was published in future mathematics, the research on motive and cohomology theory in algebraic geometry was pushed directly from the shoal near the coast to the deep water area.

A large number of research results have emerged in this field, which makes people more and more believe that grotendic's prediction of algebraic geometry is close at hand, and probably correct.

If there are not too many accidents, maybe in the lifetime, the vast majority of people have the hope to see that day.

The day when algebra and geometry are unified in a sense!

"Long time no see, Professor fortings." Looking at the faltins who came in from the conference room, a fat looking old man, with a smile on his face, warmly extended his right hand to greet him.

"It's been six years since I met you in the blue room of Stockholm last time."

"It's all right, sanak, you're here at last," he said, shaking his hand gently. He glanced at his stomach, which was like a ball of leather tightened by a rope, and pulled at the corner of his mouth. "It seems you've had a good life in recent years."

"It's OK," sanak laughs brightly. "Your humor is still so unpleasant."

Professor sanak, the former editor in chief of the annual journal of mathematics and the winner of the 2014 Wolff prize in mathematics, may not be the top academic scholar, but it must be the world-renowned one.

As for why the former editor of the mathematical Yearbook is here

Naturally, the reason is that, like deline, who sat at the meeting table and turned over the minutes without saying a word, they all sat here for the same reason and for the same goal.

This event in the field of mathematics brought together almost the top scholars of the whole school of burbagi.

Including his sanak, including grotengdick's most proud student, deline, as well as the first person after being hailed as the Pope of mathematics, as well as the young scholar Schulz, who is recognized by him as the most promising to surpass him

So far, the meeting has lasted for three days.

"Now that we're all here, we'd better go straight to today's theme." he went to the conference table and sat down trembling. He looked out of the window at the pouring rain and slowly said, "it's going to be winter in a few days. It's too hard to sit together and have a meeting like this."

"I agree with you," said Professor deline, after reading the minutes of the meeting in his hand, pushing the presbyopic glasses on the bridge of his nose, in a steady voice, "I can't stand the most in Europe. It's rainy at this time of year, and my coat doesn't work all day."

More than ten participants unanimously agreed on the proposal of falcines.

This conference, which is based on the theory of grand unification, soon opened.

The first speaker is Schulz, who reported his research on Hom (HX, HY) of smooth projective cluster on K in the past month, and determined it as a non Abelian category.

As soon as this point of view was published, it immediately attracted the attention of all participants.

As we all know, Abelian category is the basic framework of homology algebra. If the morphisms of smooth projective groups on K are non Abelian categories, they doubtlessly deny the way they have speculated that they are most likely to solve the grand unified theory, that is, through the method of homology groups and algebraic topology theory.

Although this kind of result is somewhat frustrating, it can prove that a way of thinking is not feasible and save us a lot of valuable time.At least now they don't have to assume all kinds of possibilities of Hom (HX, HY) while discussing an uncertain proposition on the uncertain probability.

The meeting went on for two hours.

Basically everyone put their research results of one month on the conference table without reservation until the end of the conference.

Looking at the scribbled notes on the notebook, he nodded his head with satisfaction.

Compared with yesterday, we have made some progress today.

In addition to proving that it is a waste of time to study the morphism of smooth projective clusters on K by using cohomology group and algebraic topology theory, they have successfully deduced that the category of smooth projective clusters on K is V (k) by using algebraic chain theory, and verified one of grotendic's conjectures about standard conjectures.

If it's on a regular basis, this exciting result alone will be enough for them to open at least one bottle of champagne.

It's not just a phased achievement of the grand unification theory.

At the same time, it is also a stage achievement of the standard conjecture.

But now, instead of mentioning champagne, or even feeling any optimism about it, there is a growing sense of urgency.

The theory of algebraic chain is not a particularly complex method, and he believes that if they can come up with it, that person will also want it.

He hasn't published a paper for more than a month.

It's either that he's stuck in the bottle or that he's brewing something more amazing.

He is more inclined to believe that the latter is more likely.

After more than a month's hard work, he does not expect to solve the problem by himself or Schulz.

There may be some selfishness in it, but it's definitely not for myself.

Now he only hopes to gather the strength of the whole school of burbagi to overcome this difficulty, so that the glory of this school can continue, rather than be covered by the light of a brighter lighthouse.

If that person really completes the grand unified theory

Different from the Riemann conjecture, which makes thousands of theorems rise, the grand unified theory will connect thousands of theorems in a straight line.

This achievement will even exceed the sum of all the achievements in Mathematics in the 20th century.

And he who has completed this great undertaking will undoubtedly reach the peak of history

The meeting ended.

The participants got up and left.

He put away his notebook. Just as professor fortings was about to get up, he suddenly noticed the intelligent machine on the desk. The screen flickered, and a line of unread email popped up.

His index finger clicked on the screen. He picked up his mobile phone and was about to take a look at the email.

But when his eyes touched the email, he was stunned.

The text is short.

As short as six letters -

[finish.]