God-level Xueba system

Yan Xin naturally felt the enthusiasm of the audience in the live broadcast room.

It's the same as the last time I angered the consultant of Cambridge University!

Everyone is from Longxia and patriotic.

Foreign enemies humiliated me, Longxia, and we will definitely fight back; our Longxia people have made outstanding achievements, and we will definitely remember them in our hearts.

"I believe everyone already has a certain understanding of Goldbach's conjecture! Of course, someone must ask. Throughout the ages, many mathematicians have verified many established formulas. Why do I need to answer them?"

"Of course, I'm not helping them make a conclusion, it's just because these scientists didn't tell the key to my guess!"

“哥德巴赫猜想证明的困难在于，任何能找到的素数，在以下式中都是不成立的！2×3×5×7××PN×P=PN+（2×3×5×7××P-1）×PN前面的偶数减去任何一个素数PN的差必是合数。”

"I'll go!"

"Hey, what the hell is this?"

"2 x 3 x 5 x 7 x is too much, when will it be counted?"

"There must be a pattern in this, I guess!"

"Sit and watch the anchor pretend!"

"Brothers, the gift is the best! The gift is not in place, and the anchor has no energy to answer!"

"Top top!"

Seeing that the atmosphere was almost set, Yan Xin picked up the pen and began to draw on the draft paper.

"To answer Goldbach's conjecture, you need to use the Riemann hypothesis as the basis. There are many knowledge points here, so I won't go into details. If you have any questions, you can go to the official website of the Clay Mathematics Institute to download my previous Riemann hypothesis solution. Question steps!"

"Starting from the Riemann hypothesis, everyone should have seen it. To solve mathematical problems, nothing more than graphic geometry, probability, mathematical formulas, coordinate axes, etc. are used. Only the combination of these auxiliary tools can make mathematics easier to understand. !"

Those little anchors who came to Yan Xin's studio to study, all wrote down what Yan Xin said.

This is also the live broadcast experience, which will be used in the future!
Yan Xin explained to everyone how each step came about while writing, and then marked the part applied to the Riemann hypothesis with a red pen, which is also convenient for everyone to see.

Two hours later, Yan Xin let out a long sigh of relief.

Solution complete!

"The anchor has finished answering?"

"Have you followed up?"

"Keep up, keep up! I've already written it down with notes!"

"I understand!"

"What do you know?"

"If the anchor doesn't solve the Riemann Hypothesis first, then Goldbach's Conjecture really can't be solved!"

"Of course! Brother Guess can only be solved by using the Riemann Hypothesis as a real theorem."

"It is estimated that the anchor will get a lot of rewards this time!"

"Teacher, you don't lie to me! You can earn a lot of money by studying!"

"Whooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo!"

Experts from famous universities and mathematics research institutes in the world are also seriously studying whether Yan Xin's problem-solving steps are correct.

But for a while, they couldn't verify it.

"Hehe, friends, the verification method of Goldbach's conjecture is over here. I mainly used four methods to answer Goldbach's conjecture this time! They are: almost prime numbers, exception sets, and the three-prime number theorem for small variables and almost a Goldbach problem."

"I know that many viewers may not be able to understand, let me explain it systematically based on Goldbach's conjecture! Of course, I will still turn on the button to ask questions, and you can ask questions at any time!"

"First of all, what is an almost prime number? It is a positive integer with a small number of prime factors. Now let N be an even number. Although it cannot be proved that N is the sum of two prime numbers, it is enough to prove that it can be written as the sum of two almost prime numbers. , that is, N=A+B. I believe everyone can understand this, right?"

"Ding dong! Netizens rushed to ask questions successfully!"

“Hello, Mr. Yan. This is Professor Miller from Harvard University. I want to ask you, if the number of prime factors is not more than 10, how should we express it?” Professor Miller! I would like to ask you, if the number of prime factors does not exceed 10, how should it be expressed?)”

Yan Xin glanced at the person who succeeded in asking the question, and it turned out to be Miller Garcia from the Institute of Mathematics of Harvard University!
“Hello, Professor Miller, this isn't that hard! Use 'a+b' to express the following statement: Every large even number N can be represented as a+b, where a and b have no more prime factors than a and b, respectively. Obviously, Goldbach's conjecture can be written as' 1+1 '.Progress in this direction has been made using what is called sifting! (Hello, Professor Miller, this is actually not difficult! Use 'a+b' To express the following proposition: every large even number N can be expressed as A+B, where the number of prime factors of A and B does not exceed a and b respectively. Obviously, Goldbach's conjecture can be written as '1+1'. In Progress in this direction has been made by the so-called sieve method!)”

"Everyone, who can tell what the two great gods said?"

"I know English, and the questioner seems to be a professor at Harvard University's Institute of Mathematics!"

"But what exactly you're asking, I don't know."

"I know a single English word, but I'm confused when I spell it into a sentence!"

"Me too!"

"It turned out to be the boss of Harvard University's Institute of Mathematics!"

"Oh my God, I never expected that I could listen to lectures in a live broadcast room with a professor from Harvard University!"

"The Harvard professor is watching the anchor, and I am also watching the anchor, so I am equal to the Harvard professor!"

"Hahahahaha!"

"What can you do, bragging No.1!"

"666!"

"So, thank you for your advice! Your young age, but so accomplished, I am very admire! (So, thank you for your advice! Your young age, but so accomplished, I am very admired!)"

"You're welcome!" Yan Xin nodded with a smile.