Billion Technology Crystal System

Chapter 310: Response! Ask for completeness!

Watch the controversy in the math community.

All kinds of unreasonable requests made Ye Fan feel very uncomfortable.

Is there something wrong with your own verification?

There is nothing wrong, and they use the most traditional mathematics to verify, and it will be a ghost if the verification is successful.

Originally, this incident was just a small episode, but I didn't expect it to be so big.

He also added 400,000 reputation points to himself.

Nice guy.

Since you are so kind to me, how can I live up to your kindness?

Then let the storm be more violent again, won't it?

Contribute a little more reputation value, and after injecting the nano medical insects, you can exchange a large number of technological units, and then you will not worry about the reputation value.

It's like giving a pillow to drowsiness.

The corners of Ye Fan's mouth rose, and he tapped the keyboard cracklingly.

...

Yang Tianxue is a math prodigy. He is 32 years old now. Although he is old, when he was young, he was known as a mathematical genius. Especially in mathematics, he has great fortune.

I have also participated in the mentor of the youth genius class before.

Ye Fan's Model conjecture has always been the focus of his recent attention. After all, this incident has been a little noisy.

Controversy in mathematics.

And this controversy is not small, it is simply causing a war in the entire mathematics community.

Ye Fan's formula has been verified by himself.

There are big loopholes.

There is a sense of incompatibility, as if something was wrong.

Anyway, using the normal formula to verify it is a completely wrong answer, and it can't answer the Model's conjecture at all.

When Model's conjecture was just verified by Ye Fan,

The entire mathematical community was shocked, but unexpectedly, the result turned out to be this...

beep~

Just as he was browsing the international news network, suddenly, a prompt popped up on the computer's Weibo.

This kind of pop-up prompt is to send Weibo on behalf of the person you follow.

Who is tweeting this evening?

Yang Tianxue was about to close the pop-up window, but when he saw that Ye Fan was the follower, he was stunned.

Ye Fan can already be said to be a news giant.

Why do you say that?

He is hot all over, and he doesn't pay attention to public imagination at all. He dares to say all kinds of things. Who doesn't like it?

And hasn't the math community been waiting for Ye Fan's response?

Did he respond?

Yang Tianxue hurriedly clicked on Ye Fan's Weibo, a Weibo with at least a thousand words appeared directly, and there were various formulas in it. Yang Tianxue's eyelids jumped when he saw it.

I'm going, does Ye Fan really want to respond?

Yang Tianxue immediately watched intently.

[@International News Network, there is a lot of controversy about my formula conjecture among people in the mathematics community. You even condemned, denounced, and asked me to give a statement. Today, I am here to give you a good lesson.

Model's conjecture, named one of the world's conjecture problems, is it difficult? I think it's very simple. Those who say it's difficult can only show that he didn't learn mathematics well at all. Was it taught by a physical education teacher?

Seeing Ye Fan's words, Yang Tianxue's mouth twitched, so hatred?

Is this too harsh?

Yang Tianxue continued to read.

Now I will explain to you my formula and verification method again. According to its original form, "Model's conjecture" says: "Any bivariate polynomial with irreducible and rational coefficients, when its "genus" is greater than or equal to 2, there are at most a finite number of solutions to denote this polynomial as f(x, y), and the conjecture indicates that there are at most finite logarithms even xi, yiQ, such that f(xi, yi)=0”

But you can't even solve the simplest one. My verification method is that Model conjectures that there is a set of non-zero integers A, B, C, n, such that A's nth power + B's nth power = C's n power (n\u003e2), then the formula constructed by this group of irrational numbers and the square of the rational number y = x (x + A to the n power) multiplied by (x-B to the n power) The formula of the elliptic curve proves impossible is the modulo curve.

It can also be calculated like this, like 77, which can be written as the sum of three prime numbers:

77=53+17+7;

Take another odd number, such as 461,

461=449+7+5,

It is also the sum of three prime numbers. 461 can also be written as 257+199+5, which is still the sum of three prime numbers. In this way, I found: any odd number greater than 9 is the sum of three prime numbers.

But how does this prove? Although the above results have been obtained in every experiment that has been done, it is impossible to test all odd numbers, and a general proof is needed, not an individual test. Therefore, Model's conjecture is correct, but your calculation method is wrong. Many people may not understand my calculation formula.

....omitting the middle

This is all the verification methods. If someone still thinks my verification method is wrong, they can discuss it at any time, but if you haven’t even learned my verification method or even know it, you will directly accuse me of disrespecting the mathematical world. I am more than anyone else. Everyone respects mathematics, mathematics is the foundation of science, I believe in mathematics, I believe in technology, you think I don't respect mathematics enough, and you? Has it been respected?

I sent it directly without verifying my formula, to increase the heat? do i need it?

Have you verified my formula again? 】

When Yang Tianxue read this article, his face was full of astonishment and his expression was frightened.

His eyes were about to pop out, and his heart was beating violently.

This..

Whoa, Yang Tianxue immediately picked up the book on the side and started to verify it.

Some of the formulas that Ye Fan said in the article were never seen before, but he could understand it at a glance. For some reason, these formulas seemed to be created by Ye Fan.

Never seen before.

The formulas are correct, and the more they verify, the more shocked Yang Tianxue is.

But these formulas are not complete. There must be more formulas that knowledge is used to verify Model's conjecture, but Ye Fan has not stated them all, and has been keeping them.

The shocked Yang Tianxue's hand holding the mouse was trembling slightly.

Can't go wrong this time.

Model's conjecture exists, and Ye Fan's verification method and answer are correct.

Yang Tianxue sucked in a breath of cold air.

And at this time

beep~

Ye Fan sent another Weibo.

[Any simply connected, closed three-dimensional manifold must be homeomorphic to a three-dimensional sphere.

Simply put, a closed three-dimensional manifold is a three-dimensional space without boundaries; simple connectivity means that each closed curve in this space can be continuously contracted into a point, or in a closed three-dimensional space, if each closed curve The curve can be contracted into a point, this space must be a three-dimensional sphere?

My guess is just a little knowledge between classes, I believe you, it can be verified! 】

Saw this tweet.

Then Yang Tianxue exploded on the spot, and stood up with a numb scalp.

....

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