Chapter 278

For the name Gu Lu, everyone is not unfamiliar at all.

However, to everyone's surprise, what surprised everyone was that Gu Lu was not a mathematician in the field of algebraic geometry, how could he appear here.

Could it be that I went to the wrong venue?

That's not right!

The host just said that the mathematician who is going to give the last ten-minute report is named Gu Lu.

The 10-minute report needs to be requested in advance.

If you want to go to the wrong venue and take a conference report paper in the field of algebraic geometry, you will not pass the review of the analytic number theory sub-venue.

That is to say, Gu Lu came prepared.

But everyone has never heard of Gu Lu's achievements in the field of number theory!

Gu Lu now has three well-known mathematical achievements.

The solution of the two major problems of the minimalist program, the proof of the BAB conjecture, and the proposal of the complex loop conjecture.

It can be said that these three achievements all belong to the field of algebraic geometry.

In terms of number theory, everyone has not heard of any major research results published by Gu Lu.

As a result, everyone did not have too many expectations for Gu Lu to speak on stage this time.

It's just that Gu Lu suddenly came to their analysis number theory branch venue and was extremely curious.

As a result, many boring mathematicians have been brought to the fore.

…………

Everyone's eyes searched for Gu Lu's figure in the conference room.

So, when Gu Lu stood up with that handsome face that made people unforgettable for life, he was quickly locked by everyone's curious or suspicious eyes.

Gu Lu nodded to everyone and smiled slightly.

Then, ignoring everyone's eyes, he walked straight to the stage.

The host began to introduce Gu Lu's resume.

What is different from yesterday is that in the column of scientific research achievements, Gu Lu has a new achievement of 'proposing a complex conjecture'.

The mathematicians below also subconsciously glanced at Gu Lu on the stage when they heard this.

Even though they are mathematicians in the field of number theory, they have heard of the 'complex loop conjecture'.

The mathematical value of the complex loop conjecture is extremely high, and it is highly respected by several older generation mathematicians in the field of geometry.

If it weren't for their advanced age, they would even be willing to go down and preside over this conjecture in person.

It is said that this conjecture of the recirculation, which caused a great sensation in the geometric world, was put forward by the young man in front of him in his forty-five minute report yesterday.

Faintly, Gu Lu has signs of becoming the head of the five geniuses in the field of algebraic geometry.

And Gu Lu is only 24 years old this year!

But, again, that's it.

In the field of algebraic geometry, Gu Lu faintly became the first person of the younger generation.

However, in the field of analytic number theory, in the eyes of everyone, Gu Lu is still a budding existence.

Everyone didn't think that Gu Lu would say anything in the next ten minutes.

"Maybe it's just a matter of brushing your face. ”

So thought in the hearts of the people.

…………

"Now, the next ten minutes will be handed over to Mr. Gu Lu!"

After saying this, the host handed the microphone to Gu Lu and retreated to the stage.

Ahem......

Gu Lu coughed lightly and glanced at the audience.

The vast majority are completely unfamiliar faces.

Since there was only ten minutes, which was too short, Gu Lu didn't say too much polite nonsense and went straight to the point.

"This time, due to the haste of preparation, the PPT was not brought over. But what I'm going to talk about isn't very complicated, so I'll just use the blackboard to talk about it. ”

After saying this, no matter what the reaction of the people below was, Gu Lu picked up a marker pen and wrote six big characters on the blackboard behind him:

Ball Hour Problem!

Seeing these six words, the people below wrinkled their brows and were slightly puzzled.

As a well-known problem in the field of number theory, no one in the audience will not know about it.

Can......

What does Gu Lu mean by writing these six words?

Could it be ...... Gu Lu has made a breakthrough on the whole point problem in the ball!

That's a big deal!

You know, since the nineties of the last century, there has been no major breakthrough in the field of ball point problems.

Research was at a standstill.

It's just that I don't know where Gu Lu has made a breakthrough in the whole point of the ball.

Whether it's the distribution aspect of prime numbers, or the three-dimensional divisor formula.

Some mathematicians began to look up and stop being dismissive.

This Gu Lu seems to have come prepared!

…………

After writing those six words on the blackboard, Gu Lu knocked on the blackboard and began the ten-minute report.

"The subject of my presentation this time is the whole point problem in the ball. You are all mathematicians in the field of analytic number theory, so I don't think you need to explain too much. ”

"Time is short, and I'm going straight to the point. ”

After speaking, Gu Lu wrote a string of formulas on the blackboard.

【s(x):=∑(1m1，m2，m3x)d(m1^2+m2^2+m3^2)=8ζ(3)/5ζ(4)x^3logx+o(x^3)】

Seeing such a long list of formulas, many mathematicians are confused.

What the hell is this?!

I don't see any connection between this formula and the whole problem in the ball.

What is this Gu Lu doing?

Many mathematicians are puzzled.

Of course, there were also a group of rational mathematicians, whose eyes swept over the line of formulas written by Gu Lu on the blackboard, revealing a contemplative look.

Who is Gu Lu?

Although they didn't understand the connection between this line of formula and the whole point problem in the ball, they believed that since Gu Lu wrote this line of formula, it must not be untargeted.

This line of formula must have its deep meaning.

didn't let everyone doubt for too long, Gu Lu, who was standing on the stage, quickly gave everyone an answer.

I saw that Gu Lu deduced the formula after a little transformation, and formed the second formula.

【s(x)=2c1i1x^3logx+(c1i2+c2i1)x^3+o(x^(8/3+e)】

This formula finally gives everyone a familiar feeling.

But everyone couldn't remember for a while where they had seen this formula.

Gu Luke didn't have time to wait for the mathematicians below to recall.

He was already short on time.

Ten minutes to deduce the formula of the whole point problem in the ball is a great challenge for Gu Lu.

Gu Lu didn't give everyone time to think, and continued to deduce on the blackboard.

Equation 1: s(x): =∑(1m1,m2,m3x)d(m1^2+m2^2+m3^2)=8ζ(3)/5ζ(4)x^3logx+o(x^3)

Equation 2: s(x)=2c1i1x^3logx+(c1i2+c2i1)x^3+o(x^(8/3+e)

Formula 3: s(x)=......

At the beginning, Gu Lu would also write on the side.

But later, after Gu Lu found that the speed of everyone's understanding could not keep up with his own speed of speech, Gu Lu directly gave up explaining, but focused on the spirit and calculated the formula on the blackboard.

Gu Lu's hand speed is very fast, after all, he has been single for many years.

So, in a matter of minutes, most of the four blackboards were filled with dense formulas.

At this time, Gu Lu also came to the last few steps of the derivation.

…………………………

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