Xueba starts with change

Chapter 360 Who Else?
Looking at the computer screen, the conclusion that I have completed.

There was a smug look in Chen Zhou's eyes.

Jebov's conjecture, this world-class mathematical problem that has plagued him for nearly half a year, and the twin prime number conjecture, known as the prime number interval problem, are the two most important mathematical conjectures.

Finally, he was completely done!
The inflection point of Jebov's constant R was originally thought to correct the errors in those two parts.

Unexpectedly, this inflection point eventually led to the result of Jebov's conjecture!

Chen Zhou restrained his smile and stared at the computer.

【杰波夫猜想（m^2——(m+1)^2）中，奇素数的概率表达式为：(1)Pm=2/3×4/5×6/7×10/11×12/13×……×2n/(2n-1)(1≤m＜17)】

【(2)Pm=2/3×4/5×6/7×10/11×12/13×……×2n/(2n-1)·R(m≥17，R=0.891113527……)】

[Used between m^2—(m+1)^2, there must be a prime number that can be directly proved. When m is infinite, the odd prime number between m^2—(m+1)^2 is also infinite. The number is infinite, and there is no largest odd prime number. 】

[y=[x] is a rounding function, (x∈β) takes the largest integer not greater than x.If the odd number N is not a perfect square number, then [√N]<√N<[√N]+1, that is, [√N]^2<N<{[√N]+1}^2...]

【If [√N]=m, then m^2<N<(m+1)^2...】

[To sum up, from the perspective of the algorithm and a series of operations combined with the distribution deconstruction method, Jebov’s conjecture obeys the stability of the average value, and also has the normal distribution in the limit distribution, that is, m^2——(m+ Between 1)^2, there must be a prime number! 】

This is the final conclusion of Jebov's conjecture!
It is also the conclusion after Jebov's conjecture is proved!
Chen Zhou looked back at the three of Zhao Qiqi who were already lying on the bed, and sighed slightly in his heart.

Damn, they all go to bed so early, and now there is no one around to share.

After thinking about it, he picked up his phone, edited a message, and sent it to Yang Yiyi.

[Yiyi, I succeeded! 】

Chen Zhou originally wanted to share with Yang Yiyi the joy of solving Jebov's conjecture, but he also thought that Yang Yiyi had already fallen asleep.

Unexpectedly, as soon as he sent the message, the phone rang immediately.

It was a video call from Yang Yiyi.

Chen Zhou glanced at the three sleeping brothers again, put on the earphones, and connected to the video.

"happy."

"uh-huh?"

"I am such a wonderful happy kid, and now I have successfully solved Jebov's conjecture, so now, should I go to bed?"

Chen Zhou was taken aback for a moment, then smiled lightly and said, "Yes, yes, right now~"

Yang Yiyi pursed her lips and smiled softly, and then praised: "It's really great! Teacher Xiao Yang will study hard with classmate Xiao Chen~"

Hearing this, Chen Zhou laughed even happier.

All along, Yang Yiyi's praise is what he likes the most and what he wants to hear the most.

However, Chen Zhou noticed Yang Yiyi's snoring sound from time to time, and asked a little strangely: "Do you girls snore while sleeping?"

Yang Yiyi looked embarrassed, and said haha, and wanted to hang up the video with Chen Zhou.

Accidentally ruined the image of the sisters in the dormitory.

Fortunately, on Chen Zhou's side, Zhao Qiqi and the others are already asleep.

Otherwise, nothing will be left of this image.

After saying goodnight to each other, Chen Zhou and Yang Yiyi hung up the video call.

Chen Zhou is in a good mood now. He glanced at the contents of the video and thought he would sort out a preprint first.

The content of the preprint is posted on the e-Print arXiv website.

One is to occupy a hole to prevent others from getting there first.

Although this possibility is very small, it still needs to be prevented.

The second is to announce their achievements to the mathematics community that has been paying attention to this matter.

It didn't take long for Chen Zhou to sort out the preprint.

Generally speaking, the content of a paper on a mathematical conjecture, even if it is a preprint, is dominated by the conjecture itself.

But Chen Zhou is different, starting from the paper on Kramer's conjecture.

The content of his thesis is the proof of the method and the conjecture itself, each accounting for half.

After all, no matter from which point of view, these two aspects are of equal value.

Or, in a sense, it may be that the methods born in the process of studying mathematical conjectures are more valuable.

This is also the greatest significance of mathematical conjectures.

For Chen Zhou, this distribution deconstruction method may prove to be the answer in the future.

Its significance itself far exceeds that of Jebov's conjecture itself.

After logging into the previously registered account, Chen Zhou posted the preprint.

After doing this, Chen Zhou suddenly felt a burst of relief.

What I have been talking about for so long has finally been perfectly resolved.

How can you not breathe a sigh of relief?
Quietly got up, took the washbasin towel, and Chen Zhou went to wash up.

Now he can finally take a good rest.

The difference with Chen Zhou was that it was afternoon in the US time.

After Chen Zhou's preprint was posted, it took about 10 minutes.

It caused an uproar.

When Chen Zhou published the paper on the extension of Kramer's conjecture last time, his account was followed by a lot of people.

With the on-site proof of the MIT report meeting, his first draft paper has attracted great attention.

His followers on the e-Print arXiv website are not small at all.

Therefore, as soon as Chen Zhou posted the preprint of the thesis proving Jebov's conjecture, these people immediately received news of concern.

Including Terence Tao who likes to blog, including Professor Deligne, Professor Wiles and others.

It's also interesting to say that when they first received the news from the website, they thought it was another boring person.

Looking forward to getting a foot in this game, he didn't care too much.

But after carefully browsing through the notification messages, their expressions suddenly changed.

In a hurry, he turned on the computer and directly checked the preprint uploaded by Chen Zhou.

Princeton University.

Professor Deligne's office.

"Peter, help me print out a paper on the proof of Jebov's conjecture right away! Hurry up!" Deligne ordered with a serious expression.

"Oh, good professor, is it the paper on the proof of Jebov's conjecture?" The doctoral student called Pete hadn't realized the seriousness of Deligne's tone.

"Yes!" Deligne emphasized again, "You better hurry up! I hope to see this 5-page preprint within 30 minutes!"

Pete was stunned for a moment, then murmured: "Page 30? Who is this person who is not open-eyed, and actually intervened at this time?"

Deligne frowned slightly: "Perhaps you are not open to what you said, but you are exactly the person we expect."

Hearing Deligne's words, Pete froze for a moment.

But soon, he came to his senses and said excitedly: "Professor, you mean, who is it, is it Chen Zhou?"

Deligne leaned back slightly: "Otherwise, who else?"

(End of this chapter)