Genius of the Rules-Style System

"For elliptic curves, we can simplify the defined equation module and use the following formula to make transformations..."

"We will consider the Fourier transform, and each modular form will also produce a sequence..."

"Bezout's theorem tells us that two smooth elliptic curves intersect at 9 points. If a third smooth elliptic curve passes through 8 of the intersection points, then it must pass through the ninth point..."

On the podium.

Wiles used a blackboard and chalk, and compared with the PPT next to him, started a long academic report.

The contents of his initial report were all centered around the 'elliptic curve'. Anyone who has studied the proof process of Fermat's conjecture knows that the content is part of the proof process.

This left many people disappointed and somewhat disdainful of Wiles.

More than ten years!

When Wiles makes academic reports now, he still uses research from more than ten years ago. It can also be said that he has not done any new research in recent years.

Of course, no one can fault the professionalism and profoundness of the content of the academic report. Even after more than ten years, it is only part of the content that was taken from the process of proving the conjecture, and it is still so profound that most people cannot understand it.

Many people in the venue listened with great interest.

The same goes for Zhao Yi.

Regardless of Wiles's character and whether the process of proving Fermat's conjecture is correct, his mathematical ability is indeed quite remarkable, and his research on elliptic curves, modular equations, etc. is indeed the best in the world.

Zhao Yi has been studying the proof process of Fermat's conjecture, but he still couldn't understand many things in the middle. Wiles's explanation made him feel suddenly enlightened about some parts.

Wiles continued to explain, and he said something new.

The turning point of the new content was the root-finding formula of the fifth-order equation, also known as Galois's theory. The top mathematicians in the venue became serious.

"Wiles has new research?"

"To turn directly to Galois's theory is not to prove the logic of the content..."

No one in the audience knew what Wiles was proving. He went from elliptic curves to Galois's theory, and from Galois's theory to Cardin's formula. He stopped and looked at the content on the blackboard, and the corners of his mouth grinned. , looked at the audience inexplicably.

Everyone in the audience thought Wiles was taking a break, but Zhao Yineng knew that the other person was looking at him.

"Look at me?"

"Why? Do you want me to know the difference between you and him?" Zhao Yidu felt a little funny.

When Wiles looked at Zhao Yi, it was obviously not about 'making the other party realize the gap'. There was no comparison between the two. He was the world's number one mathematician, while the other party had only proved a mathematical conjecture, and his mathematical ability had only just been tested. Just recognition.

The reason why Wiles looked at Zhao Yi was that what he said next was related to the content of Zhao Yi's research.

He did it on purpose.

After Zhao Yi registered, he knew that the two of them were assigned to the same venue. Thinking of the experience of losing face in the spotlight, he felt very angry and decided to regain his face, especially to find the organizer. He requested that his academic report be placed in front of Zhao Yi's academic report.

Then, he began to stay at home.

In the past two days, Wiles has been studying the 'three-dimensional tremor waveform diagram'. He has studied it carefully before and found a way to simplify the solution, but he feels that there is still a lot to be discovered, so he has been studying it. Research.

His purpose is very simple, which is to talk about the 'three-dimensional tremor waveform diagram' in the academic report and analyze the function inside and out.

Then the other party has nothing to say!

Wiles was sure that the other party would definitely make a report related to the 'three-dimensional tremor waveform chart', because the 'three-dimensional tremor waveform chart' was the other party's original work and was more representative to him than any other research.

Think about it…

When it came time for the academic report, he first finished talking about the content of the 'three-dimensional tremor waveform chart'. The other party also prepared a 'three-dimensional tremor waveform chart'. When he went to give the report, he found that the content had been finished by the previous report. It was necessary to have How embarrassing.

Wiles felt very relieved when he thought about it. Relying on the previous foundation, he had already talked about solving the problem of "three-dimensional tremor waveform diagram".

Many people in the venue looked at Zhao Yi, and those who were smart immediately knew that Wiles was targeting Zhao Yi, and what Zhao Yi had probably prepared was the 'three-dimensional tremor waveform chart'.

This approach is really despicable, but as long as the real thing can be told, no one can blame anything.

Liu Hemin was sitting next to Zhao Yi. Hearing what Wiles was going to say and knowing that it was aimed at Zhao Yi, he asked with some worry, "Your report..."

"It's okay, don't worry."

Zhao Yi replied with a smile, "I prepared two reports, but the waveform chart didn't work, so I just used another report."

"Another one?"

"I'll find out when I get on stage."

Zhao Yi took a breath and thought that when he came on stage, he should say the first sentence, "Because the content of the waveform chart has been done, I can only choose this one, and it has not been published yet..."

There's nothing we can do about it!

Zhao Yi looked at the stage with a helpless look.

Wiles had been paying attention to Zhao Yi. He felt that the other party had been hit, and suddenly became more energetic. He continued to talk about the problem of solving the 'three-dimensional tremor waveform diagram'. He relied on the conversion of formulas and the study of graphics to make a A simple solution method.

“This method will reduce the amount of calculation dozens of times!”

"It will be easier to get the final prime solution..."

"We can also set a threshold range for large numbers and solve the calculation formula within the range."

The last question is very creative.

Large numbers, that is to say, theoretical numbers that are beyond the range of computer operations, have always been very complicated to solve, mainly because they can only be calculated by writing, and computers cannot bring any help.

Wiles introduced a band replacement method to determine whether a solution exists for a large number range in the 'three-dimensional tremor waveform diagram'. As long as it exists, the final solution can be found through calculation.

Of course, only in theory.

Some narrow intervals can indeed make judgments, but if the interval range is too large, the amount of calculations will become extremely huge, and it is simply unnecessary to waste a lot of energy to find a solution.

After hearing this, Zhao Yi couldn't help but give Wiles a thumbs up in his heart. Wiles's research on the 'three-dimensional tremor waveform diagram' is really very in-depth. It can be said that he is not much behind him.

Wiles's method of solving the 'three-dimensional tremor waveform diagram' is close to the 'most simplified' method.

Solving large numbers in intervals was something he had never thought about.

Actually it's nothing.

'Never thought about it' does not mean 'made it out', but it is simply not necessary. Wiles said this probably because he wanted to prove his understanding of the 'three-dimensional tremor waveform diagram'.

After finishing the problem of solving the 'three-dimensional tremor waveform diagram', Wiles began to make concluding remarks. He talked about the solution of the 'three-dimensional tremor waveform diagram' and the process of solving the N-order equation. There was a lot of consistency, and again Questioned the consistency between the solution of the 'three-dimensional tremor waveform diagram' and the Riemann Hypothesis.

This is to continue the ‘conspiracy theory’.

Wiles had said before that the 'three-dimensional tremor waveform' might be a conspiracy unleashed by the East, and he seemed to want to provide proof of the conspiracy.

His logic is this, "The 'three-dimensional tremor waveform diagram' covers the prime solution of the 'Riemann Hypothesis', but in fact, the coverage of the two prime solutions is not directly related!"

Coverage, no correlation.

Wiles gave an example. His example sounded a bit complicated and lofty. The simple summary is this--

For example, the two solutions are 1, 2, 3 and 1, 2, 3, 4. It seems that the latter covers the former.

In fact, the two solutions are unrelated.

If it is replaced by 1, 2, 3 and 0.5, 1, 1.5, 2, 2.5, 3, the situation is completely different, which is a real expansion of the solution.

This statement is both correct and incorrect.

Some people in the venue held a similar view, because there is nothing wrong with the logic, but it is also wrong because there are no rules for prime numbers.

The three-dimensional tremor waveform diagram is expanded from the Riemann Hypothesis, and the prime number solution obtained may be regular. However, because we do not know the rules of prime numbers, the regularity cannot be found.

"Hulala~"

Before Wiles finished his report, a discussion started in the audience.

Zhao Yi was stunned.

What he had been thinking about was the feedback from the "Supervisory Law" and the tips on the solution to the 'three-dimensional tremor waveform diagram'. After hearing what Wiles said, he suddenly felt a sense of enlightenment in his mind.

yes!

Dependence and irrelevance of prime solutions!

Maybe……

Just maybe...

"Three-dimensional tremor waveform diagram, is there another set of prime number bounds that is more related to the Riemann Hypothesis?"

As soon as this idea appeared in his mind, Zhao Yi immediately used the "Law of Cause and Effect" and got a positive answer. Because of the study of duration and Wiles' report just now, all the conditions were met. The deduction begins.

"Law of Contact"!

"Supervision Law"!

"Law of Cause and Effect"!

I used the three abilities frequently. If I found that my energy was insufficient, I immediately used learning coins to replenish it, and even used a research coin directly.

It didn't matter what Wiles said anymore.

Zhao Yi took out his notebook while sitting down and started complicated calculations.

In the eyes of others, it is just calculation. This is what Liu Hemin thinks. Zhao Yi occasionally writes a formula or draws a sketch in a notebook, but there is no connection at all.

"What are you doing?" Liu Hemin couldn't understand it at all, but he was sure that Zhao Yi was thinking seriously about something.

When Wiles stepped down, Zhao Yi still did not break away from the contemplative mode. Many people looked this way. Wiles also took a focused look. He expected to see that 'annoyed' expression, but the other party did not. With his head half lowered, he was writing and drawing on the manuscript paper.

"Pretending?"

"Maybe I don't dare to face it!"

"Do you understand this time? Even if you are a genius and can quickly review manuscripts, there is still a big gap between you and me in mathematics. Your research can be easily cracked!"

Wiles smiled smugly.

If it were any other time, after finishing his speech at the mathematics conference, he would definitely leave directly to rest.

There is no point in even listening to the math reports given by those rookies.

Now Wiles is not leaving.

When he was communicating with the mathematicians in the front row, he took advantage of the situation and sat in the empty seat. The original owner of the empty seat simply sat a little behind.

no way!

The famous Wiles wants to occupy his position... It seems that he has some face to say?