Chapter 455

Chapter 458

after listening to Mr. Jill, Cheng Nuo finally understood the cause and effect of the matter.

The so-called "cleaning activity" of geometric conjectures, in a simple sense, is that the clay Institute of mathematics, together with nearly 100 mathematicians from all over the world, is expected to solve all mathematical conjectures existing in the field of geometry within three years.

The fuse of the matter was the paper that Cheng Nuo announced to prove Jacoby's conjecture a few months ago.

Since geometry was born in more than 300 BC, conjectures have been put forward and proved.

Up to now, most of the conjectures in geometry have been solved.

In addition to the front-end time, Jacobi conjectures that this hard bone is gnawed by Cheng Nuo, which stimulates another round of upsurge of conjecture in the field of geometry.

This gives the Cray Institute of mathematics a chance to "kill in one net.".

At present, the mathematical conjectures of the first five echelons in the field of geometry are less than five fingers!

Therefore, the Cray Institute of mathematics issued an order to invite a total of 86 geometric mathematicians from all over the world to gather in the United States to discuss the "clean-up activity".

Cheng Nuo, as the prover of Jacobi's conjecture and one of the mathematicians with the highest front-end time heat, was naturally invited to participate in this "cleaning activity".

And, according to Mr. gill, Mr. Cheng will play an important role in this "clean-up campaign", not just in the past.

"That's it. Professor Cheng, I have brought you the invitation letter from clay Institute of mathematics. The discussion of this plan will be held in a week. Please prepare in time Mr. gill took an invitation from his pocket.

Cheng Nuo took the invitation, looked back and forth several times, and said with a smile, "well, I understand."

Interesting!

To tell you the truth, Cheng Nuo didn't expect that the Cray Institute of mathematics had some ideas.

If all the geometric conjectures are solved in the same time period, once successful, the Cray Institute of mathematics will be famous again, just like the seven conjectures with a reward of one million at the beginning of the 21st century.

And, according to Cheng Nuo, the possibility of their success is not small.

Eighty six mathematicians in the field of geometry, even if some of them were just trying to get together in the past, there should be 30 mathematicians who eventually put themselves into this clean-up program.

This kind of power is enough to be comparable to all the geometric academic strength of some small mathematical countries.

Moreover, the cleaning plan is not to solve all the mathematical conjectures existing in the geometric world.

Property insurance, which does not even have a specific name, is fabricated without any theoretical basis, and is proved to be of little academic value, will be discarded.

If you make a careful calculation, there will be less than ten.

Geometry is not like number theory. In the field of number theory, there are many top conjectures, such as Riemann's conjecture, Goldbach's conjecture and twin prime conjecture

If you take out one of them, you can't find a group of mathematicians to handle it in a few years.

In geometry, Hodge's conjecture is the only one in the first echelon!

Since it was Cheng Nuo who was named by clay Institute of mathematics, Cheng Nuo couldn't get rid of it.

after a simple preparation, Cheng Nuo arrived in Manchester, where Cray Institute of mathematics is located, by plane.

…………

The Cray Institute of mathematics has a strong appeal in the field of mathematics because of the seven major mathematical conjectures 20 years ago.

Soon, an international scientific research cooperation project named "gcpu" was sponsored by clay Institute of mathematics.

On the first day, after discussion, several mathematicians finally determined the list of the conjecture cleaning plan.

Eight mathematical conjectures, including Hodge's conjecture, geometric conjecture and shanguzhicun's conjecture, were included in the list.

The next step is to assign tasks.

The Cray Institute of mathematics found Cheng and conveyed their wishes.

There are two plans in front of Cheng Nuo.

One is to join the "geometric conjecture" proof group and assume the post of deputy group leader.

The other is to lead the proof of "Gushan Zhicun conjecture" as a group leader.

Without any hesitation, Cheng Nuo chooses Gushan Zhicun conjecture proof team.

Compared with being commanded by others. Cheng Nuo still prefers to direct others.

In the morning, according to the wishes of mathematicians, the Cray Institute of mathematics divided 38 mathematicians into nine proof groups to prove nine major conjectures in geometry including Hodge's conjecture.

Cheng Nuo, on the other hand, is the controversial leader of shanguzhicun conjecture proving group.

Of the nine groups, Hodge's conjecture proved to be the largest group of eight. Cheng Nuo's team, including Cheng Nuo, has only three members.

Cheng Nuo has two professors, one from Belgium and one from Denmark.They were at the bottom of all 38 mathematicians, otherwise they would not be willing to fight for a young man in his twenties.

Although many mathematicians have a lot of complaints about Cheng Nuo as the group leader, they do not include the two under Cheng Nuo.

Both professors were very honest, and they didn't rely on their qualifications to push Cheng Nuo's orders, which made Cheng Nuo very satisfied.

When solving Jacobi's conjecture, though Denton and Chiana are more convenient, they have limited level after all, and most of the contents still need to be handled by Cheng Nuo alone.

But it's not the same now.

Professor level of the big man to give him a hand, Cheng Nuo only need to solve the most core problems.

And he's just an associate professor.

Yuzizi!

Norton is refreshing.

I'm afraid this kind of treatment can only be enjoyed in such large-scale international scientific research cooperation projects.

Since clay Mathematics Research Institute is willing to let him serve as the team leader in the case that many people are not optimistic about it, Cheng Nuo will naturally perfectly complete the work they have given him.

…………

November 28.

Cheng Nuo looked out of the window, his thoughts floating in his mind.

The conjecture of Gushan Zhicun was put forward by the mathematician Gu shanzhicun at a mathematical seminar in 1984, and the connection with Fermat's theorem was constructed.

Now, Fermat's theorem has been proved, but Gushan Zhicun's conjecture still stands.

The specific content of Gushan Zhicun's conjecture is as follows:

if P is a prime number and E is an elliptic curve on a Q (rational number field), the equation module P of defining e can be simplified; except for the finite P values, an elliptic curve on the finite field FP with NP elements can be obtained. Then consider the following sequence

AP = NP − P,

which is an important invariant of elliptic curve E. From the Fourier transform, each modular form also produces a sequence of numbers. An elliptic curve whose sequence is the same as that obtained from modular form is called modular.

GUSHAN Zhicun conjectures that: all elliptic curves on Q are modular!

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