Teacher Xu, Please Take Care of the Reckless Students in Your Class

She has a strong sixth sense, just like when she went to the library to find Xu Heng before!

She felt that if Xu Heng continued to say this, it would really be possible to prove something...

Yu Chuyao stared at Xu Heng's manuscript, her eyes fixed.

Xu Heng continued, "At the same time, the Polignac conjecture must be used as a lemma to prove the abc conjecture."

As soon as Xu Heng said these words, it was like a beam of sunlight suddenly appeared in the endless dark space!

That is the moment!

Meng Liangshan's face changed suddenly!

The other three are also buzzing in their heads!

Almost, Meng Liangshan lost his footing!

"Hey...shh! No need to touch, I can, I can!"

No matter how small his voice was, he was unwilling to break Xu Heng's thoughts.

"Quiet! Quiet again!"

Inside, Xu Heng continued.

"..."

"The next words are proof."

Yu Chuyao was shaking all over!

The one you can't control!

"Wait! Wait, wait! Xu Heng, you, you, are you sure what you said will work?"

"Prove it by saying it? I, I, I'm not ready!"

"you……"

She could no longer control her voice.

Xu Heng, "?"

Yu Chuyao, "Xu Heng, hiss...you, wait, let me calm down! Hey...you really haven't studied it before?"

Xu Heng spread his hands, "I have nothing to do, study this myself?"

"If you hadn't just asked me to accompany you in research and let me try it, how would I be interested?"

People say no!

Yu Chuyao, "!!!"

These people outside the door were already shocked with their mouths open and their eyes protruding.

Is this human?

And in this situation, he didn't need to pretend to be thirteen!

In Xu Heng's line of sight, he didn't notice anyone outside the door, only Yu Chuyao was in his eyes.

And Yu Chuyao is her girlfriend.

Does he have to wear this thirteen?

nonexistent!

Xu Heng replaced a piece of playing paper and put the previous hasty aside.

Yu Chuyao got up, went to tidy it up, and carefully held it in the palm of his hand.

Xu Heng continued, "Constructing equations with prime numbers, the conclusion that the twin prime number conjecture and the Polignac conjecture have been proved is that the lemma can prove the abc conjecture."

“已知z,y是素数，则满足z-y=2、4、6、8、10、……2n，z,y是无穷多个的……”

"Because 2, z, and y are all prime numbers that satisfy Polignac's theorem, rad(2zy)=2zy>y, 2<z<y, because there are infinitely many such z and y, so 2, x, y are not abc triples, rad(2xy)>y, there are infinite solutions..."

"..."

"In the Polignac equation, the number w of prime numbers must be greater than 3, two prime numbers and an even number form a triple, and an even number greater than 2 must have two or more prime numbers."

"Therefore, the fine-tuning coefficient Cε in ε^-w·rad(abc)^(1+ε)>c or <c can be extracted for analysis, Cε=ε^-w·w^ε·k, where k is a positive integer, w > 3."

"After calculation, the value range of the fine-tuning coefficient Cε is all real numbers between 0 and ∞."

"It can be seen that the larger the exponent of the prime number, the smaller the coefficient, and the more the number, the larger the coefficient."

"..."

Xu Heng kept talking, and the more he talked, the more rhythmic he became.

"Because the fine-tuning coefficient Cε can tend to infinity when it is greater than c, its reciprocal can also tend to 0, and rad (abc) has an infinite number of solutions that are greater than c, even after fine-tuning, because the coefficient Cε tends to be larger... …”

Yu Chuyao listened and broke out in cold sweat.

Although the weather is very hot now, she is sweating all over!

So are the four math professors outside!