[SW^x(t,sp/n)=p*SWx(kx)+n·∑SW……]

…

Lines of style were carved out by Lin Xiao, and they were so beautiful that the patient audience below once again fell into confusion about beauty.

I originally thought that through Lin Xiao's on-site calculations, they would at least be able to understand it, but the reality was still cruel.

Except for a few relatively enlightened people, those who could not understand it still cannot understand it.

Just like when I was an undergraduate student, I made all kinds of preparations in order to take algebraic geometry well, and then came to the first algebraic geometry class with confidence, but in the end I was still rubbed on the ground by this subject.

.

Lin Xiao's narration obviously did not leave time for those who did not understand to understand. When they just lowered their heads and thought about how a certain line of formula was obtained, when they looked up again, the blackboard was already full of words.

And Lin Xiao is ready to flip it over - the reverse side of the blackboard can also be used.

Suddenly, those who couldn't understand finally gave up on understanding and chose to mess up. They should wait until they go back and ask their teachers or something.

Of course, Lin Xiao didn't care whether these people understood it or not. As long as the top people in the mathematics world understood it and didn't point out his problems, that would be fine.

However, he has already explained it perfectly in his paper, so there will naturally be no mistakes in his report.

In this way, while the mathematicians present were listening, or rather the first-class mathematicians sitting ten rows in front were listening, he finally ended this part of his narration.

"So, we successfully transformed the entire part into a problem in the topological domain."

"Next, we introduce the Green-Tao theorem and describe this theorem using topological geometry. We can get..."

Up to this point, most of the mathematicians sitting ten rows in front raised their heads and leaned back on their chairs.

They no longer have any problems, and they can deduce the following things by themselves.

Lin Xiao's report still amazed them, just like the original report on Goldbach's conjecture.

And then, there was no more suspense, and just like that, the report slowly came to an end.

"...In this defined topological space of infinite length, we can undoubtedly infer that there will be two points with a distance of 2 that will always appear suddenly and never become extinct."

"And these two points represent our twin prime numbers, so we can deduce without any suspense that in the endless natural sequence, twin prime numbers will always exist."

"This is the end of my proof."

"This is the Mona Lisa of mathematics that I drew. I hope everyone is satisfied."

Lin Xiao bowed slightly, with a smile on his face that was calm and magnanimous.
Chapter completed!