v2 Chapter 826： Live explanation

What does Qin Luo mean by suddenly mentioning factorization?

"Qin Luo, is there anything wrong with factorization?" Wang Xuecai asked.

"No, it is correct." Qin Luo shook his head and said with a serious face: "It's just that what I want to tell you is that the multivariate analysis and factorization are very similar."

"Factorization is to decompose a polynomial into monomials, and the multivariate analysis method is to split a large mathematical problem into countless small problems, and then choose a suitable method to solve it."

"Finally, we will combine them with meticulous logic to achieve the purpose of solving problems."

The principles are similar, but the latter process is a lot more difficult.

From factorization to a brand new mathematical method in the world of famous biography?

Forgive everyone for reading less, their brains are a little dizzy now.

"Professor Qin, how did you do it?" a gray-haired old man in the crowd asked aloud.

"Don’t tell me professors, I got the inspiration from my student Fiona." Qin Luo smiled slightly, and said: "She said: If one method doesn’t work, try a variety of methods. It promotes a new one. The emergence of the disintegration method."

"..."

The classroom fell silent again.

I don’t know how many people have said the same sentence.

As far as they are concerned, they have heard similar things more than once, but they just listened to them, and no one has ever put them into practice.

Not to mention creating new methods!

But Qin Luo? He not only put it into practice, but also creatively developed a new method of solving problems.

This is so incredible!

They just want to refuse to accept it.

Amidst the bewildering eyes of everyone, Qin Luo began his own lecture: "As everyone knows, the subject I am studying is Goldbach's conjecture. Now I will report on the progress of the research to everyone."

"I think I have found the key to Goldbach."

Found the key!

Goldbach’s conjecture, one of the seven major problems in the millennium, has been proved by countless people since the moment Goldbach proposed it in 1742.

However, after hundreds of years of constant argumentation, no one can solve it, and even Euler, one of the world's most famous mathematicians, fell under the high mountain of Goldbach’s conjecture.

But now, Qin Luo found the key to unlock it!

At this moment, everyone was sitting tightly, looking at Qin Luo with unblinking eyes.

They have a hunch, perhaps Goldbach’s conjecture will be pushed to a new height today, or even be solved directly!

"First of all we have to make it clear that Brother Guess is a number theory problem..."

"We can use the sieve method, use the scientific model, and even use the lack of double no solution theorem to prove..."

"Although they can solve Ge Guess to a certain extent, they will leave loopholes and cannot explain Ge Guess perfectly, so today we will prove it with a brand new method!"

"..."

With eloquence, Qin Luo, who was standing on the podium, unhurriedly stated his latest research.

At first everyone listened with gusto, but after listening, the students in the classroom became confused.

This will sprinkle things? After a while, I used the sieve method to prove, and after a while, I involved the scientific model, and then used the missing-term double-no-solution theorem...