Variety show: The school's male gods, and the days when they were classmates with female stars

As soon as they entered the classroom, they all turned to look at the blackboard.

"This

"Is this the proof process of the 'Smith Conjecture'?"

Several old experts adjusted their glasses.

"Academician Feng, you are here!"

"Professor Zhou, you are finally here!"

"Professor Wang is welcome, come and see!"

Peking University professors immediately walked to their side.

At this time, Academician Feng didn't care who the person who solved the problem was.

Instead, rely on and go straight to the topic

Several experts and professors gathered together, standing in front of the blackboard and pointing.

Look at the "Smith Conjecture" argument process on the blackboard.

The argument is as follows:

If p is a prime number and e is an ellipse over q (the field of rational numbers)

curve, which simplifies the equation defining e modulo p; except for a finite number of p-values, we get np elements with

An elliptic curve bounded by fp.

ap two np?p.

this is an ellipse

Important invariants for curve e.

Each modular form also produces a sequence.

An ellipse whose sequence is the same as that obtained from the modular form

The curve is called modular.

It seems that it has nothing to do with Smith's conjecture.

But in fact, when Shen Zhi wrote the analytical formula to solve it.

Everyone was shocked to find out.

A special case of this conjecture—semistable ellipse

The case of the curve is directly related to Smith's conjecture.

Any paradigm corresponding to the Smith conjecture leads to a nonmodular ellipse

curve.

It can be said that as long as this point can be proved, as long as it can be proved that the conjecture put forward by Shen Zhi is even just a demonstration of this special case.

Smith's conjecture is basically [-]% established!

Even if it can't be proved, the things and ideas proposed by Shen Zhi alone are enough to cause a sensation in the mathematics world, which is why all the mathematicians are so shocked!

This is the finishing touch!

It can even be said to be a key stroke of the gods!

And this stroke was drawn by Shen Zhi!

In order to verify Smith's conjecture, he opened a brand new door to the whole world, and this contribution is already great!

At this time, the people who had reached this point in the argument were eating the bread brought back by Jiang Zhiming, standing on the other side of the blackboard, watching them study. At this time, these experts and academicians have not noticed Shen Zhi.

Concentrate on studying the arguments on the blackboard.

"you sure? "

"Very sure!" Academician Feng said excitedly.

I have analyzed it for a long time, and it is absolutely possible in theory. The direction of the argument written by this person is not wrong!It just hasn't been proven yet! "?

Chapter 114 Itching!Itchy hands!

Experts and academicians checked and calculated step by step.

No problem every step of the way!

Every step is towards proving the "Smith Conjecture"!

However, the proof process is not finished yet!

The academicians and experts turned to look at the Peking University professor.

Academician Feng asked, "Which student wrote this argument?"

OO

It was as if they didn't see Shen Zhi standing over the blackboard.

I don't feel that this complicated argumentation process was written by a young man.

The Peking University professor pointed at Shen Zhi.

A few people followed his fingers and stared blankly.

"This - is

Academician Feng narrowed his eyes and looked carefully.

young people?

Or a young man who has never seen it?

Which courtyard is he from?

At this time, Shen Zhi was still gnawing on the bread.

He stuffed the last piece into his mouth, swallowed it, and took a gulp of water.

Then he said, "Hello Academician Feng, hello experts, since everyone is here, can I continue?"

Academician Feng was taken aback for a moment, then nodded repeatedly and said, "You continue."

Shen Zhi picked up the pen, twisted off the cap, and wrote without thinking!

This time Shen Zhi's hand speed was still very fast.

He carefully stared at every line he wrote.

Academician Feng recovered from the astonishment just now.

Instead, he looked at Shen Zhi's back and the argument on the blackboard.

Nodding contentedly, "I can still live to see the 'Smith Conjecture' proved to this point in this life. I have no regrets."

Another expert smiled and said, "If this young man can unravel the conjecture and turn Smith's conjecture into a theorem, that would be even better, and there will be no regrets."

"It's easier said than done." A professor shook his head and sighed.

"If it is completely solved, our country will become famous in the field of mathematics, and those foreigners will be so mad." Academician Feng smiled and raised his chin in the direction of the two foreigners on the other side.

"Hahahaha!"

Several people laughed.

He looked at Shen Zhi who was standing in front of the blackboard with some pride.

At this time, the conversation suddenly turned to Shen Zhi. He pointed at Shen Zhi and looked at the Peking University professor and asked, "You taught this student?"

The Peking University professor pursed his lips and shook his head.

"Oh? Didn't you teach it? Who is that? Xiao Wu's student?"

The Peking University professor shook his head again.

Academician Feng frowned and thought for a while, "It's not a student of our Chinese Academy of Sciences, who is this person? He knows mathematics so well that he can even solve the 'Smith Conjecture'. I am the first student with such a high talent in the field of mathematics." The first time I saw him, is he really not a mathematician?"

The Peking University professor twitched his lips, shook his head and said, "Neither, although he is in Peking University, he has not been here for a long time. I can assure you that even if you are killed, you will not be able to guess this age."

What did young people do before. "

Academician Feng: "???"

The Peking University professor was not in a hurry to explain.

Several people turned their eyes to the blackboard.

Time passed very slowly, but Shen Zhi's hands were fast.

Before I knew it, I had already written No. 30 blackboards.

Mathematicians who could understand what Shen Zhi was writing were soon fascinated by it.

Only the students in the audience watched in bewilderment.

They can't understand it either!

But he didn't want to leave at all.

After all, this has never happened in decades!

Mathematicians around the world have worked hard for decades without any results.

The "Smith Conjecture" was deduced today!

This will be a major historical event in the mathematics world!

Of course they don't want to miss out!

Not to mention whether it is successful or not.

At least the previous steps are fine.

If it cannot be deduced, it is a big deal that later mathematicians will continue to deduce it according to this idea

So far, it has been a major breakthrough!

For the students of the Faculty of Mathematics, it is very rare to be able to witness it with their own eyes.

Of course they don't want to go.

No.30 piece...

No.30 two fast...

In a blink of an eye, the three blackboards of No.30 were also filled with huge numbers and formulas!

Shen Zhi's argumentation method is also becoming clearer.

It seems that many complete formulas and calculation processes have been formed in Shen Zhi's mind.

—Step by step, stroke by stroke, almost without any hesitation!

"Assume that the 'Smith Conjecture' does not hold."

"That is, there is a set of non-zero integers a, b, c, making the nth power of a ten b's nth power two c's nth power

(n2), then the square [-] x (x + a of the nth power) of the form y constructed with this group of numbers

) times the ellipse of (xb to the nth power)

curve,

It cannot be a modulo curve. "

"If these two propositions can be proved at the same time, we can know that 'Smith's conjecture' is not true according to the method of proof by contradiction. This assumption is wrong."

"Thereby proving the 'Smith Conjecture'!"

Suddenly, several professors gasped.

The two foreigners looked dumbfounded.

"Hiss one by one