After Hu Mo left, Chen Zhou briefly sorted out the information before him.

This is the most precious research manuscript.

Although Chen Zhou didn't care much, compared to the knowledge in his mind, these were just traces of writing.

However, as a reflection of the research results, these things still gave Chen Zhou a sense of accomplishment.

Soon, Yang Yiyi came back and brought a rice drizzled with rice to Chen Zhou.

Speaking of which, Chen Zhou really likes to eat rice with dough.

Very convenient.

After walking out of the study area and finding a place, Chen Zhou quickly solved the rice with meat eggplant and covered with rice.

After packing up the garbage, throwing it away, he returned to his seat in the self-study area.

In one afternoon, there were more than twenty more pieces of draft paper in front of Chen Zhou.

The correction of the Clamel conjecture was also pushed to the end by him.

Outside the library, it was completely dark.

In the library, the lights are brightly lit.

After replacing a new refill again, Chen Zhou wrote on the draft paper:

[… From this we can find that when n≥7, the maximum interval between adjacent prime numbers within n is (pn1≤n)max(pn1-pn)≈logn(logn-loglogn)2]

The correction of the Kramel conjecture was conquered by Chen Zhou!

At this time, there was more than a day before he left for the United States.

In more than one day, he can complete the paper of this research and submit it to this academic conference.

As a supplement to the final day's presentation.

After looking at the conclusion in front of him, Chen Zhou did not put down his pen, but habitually pointed out the draft paper.

Immediately, he wrote down the formula of Kramel's conjecture next to the conclusion.

【limn→∞sup(pn1-pn)/(lnpn)2=1】

There is a difference here, that is, the correction problem is actually based on a certain approximation worth it.

But the Clamel conjecture itself is not.

So, how to cross out this "≈"?

This is the question Chen Zhou needs to think about next.

It may take him a few minutes to figure out this question.

It may also take him several hours to figure it out.

More likely, it will take him several days, or even months.

Distribution deconstruction method provides more ideas and methods for studying prime number problems, but how does this tool solve specific problems?

There is still a transformation process.

However, Chen Zhou had a successful experience and believed that the distribution deconstruction method would definitely shine.

It will definitely solve the Kramel conjecture.

Chen Zhou thought for a while and temporarily put down the pen in his hand.

First, we will compile the papers that correct the problem and submit them to this academic conference.

Having had several experience in editing papers, Chen Zhou's papers this time has become much more proficient.

【On the extended study of Kramel's conjecture n≥7 and the application of distribution deconstruction method】

In the paper, Chen Zhou fully utilized his previous style.

His characteristics of rigorous calculations, meticulous logic and clear thinking are fully reflected in this paper.

By the time he completed his thesis, it was already 2 a.m. on the 16th.

Fortunately, I was just before the flight this afternoon.

After looking at the time, the time in China is 12 hours faster than that in Boston, the United States.

At this time, it was only 2 pm in Boston.

According to normal circumstances, Chen Zhou should be preparing for his 30-minute report meeting.

But now...

Without hesitation, Chen Zhou opened the contribution website for this academic conference.

At this academic conference, MIT opened a separate paper submission channel at the entrance of its official website.

Provide each reporter with a channel for submission of presentations papers.

It also makes it easier for all participants to see the relevant papers of the presentation in advance, and they are sure of the overall content of this academic conference.

However, Chen Zhou had been studying Kramel's conjecture and had not had time to see what big shots were there for this report.

Maybe there are scholars with the same research field and can communicate and learn from each other.

No, for Chen Zhou, in fact, he can communicate and communicate in any field.

“Huh?”

Chen Zhou let out a light eh, his face a little awkward.

As MIT held an academic conference officially began, the submission channel on its official website was actually closed!

"Why... why didn't anyone notify me?"

Chen Zhou couldn't help but wonder, before the meeting started, MIT did not remind himself when he would close the submission channel?

After thinking about it, Chen Zhou opened his email address and was about to ask the official MIT.

But what is even more embarrassing is that he found an email lying in his mailbox.

It was sent by MIT.

As for the content, it is just to remind him of the deadline for submission.

"It's so embarrassing..."

Chen Zhou thought to himself, but he quickly edited an email.

Because he had already communicated with MIT in advance, he felt that there should be room for maneuver.

After the email was sent, Chen Zhou looked at Zhao Qiqi and the other two who had fallen asleep.

Then, he quietly walked out of the dormitory and ran to the bathroom to make a phone call.

The phone was quickly connected, and an unexpected voice from Dean Sun came from there: "Chen Zhou? Why are you not sleeping yet?"

Chen Zhou replied: "Just kicked out the paper..."

President Sun asked in surprise: "Is it solved?"

Chen Zhou nodded, thinking about how to organize the language, and told Dean Sun tactfully about this embarrassing thing.

Unexpectedly, Dean Sun seemed to know his thoughts, and Chen Zhou heard Dean Sun say, "You called me so late. Is the paper not allowed to be used as the content of the report and submitted to this academic conference?"

"Ahem..." Chen Zhou coughed twice awkwardly, "Dean, how do you know?"

Hearing Chen Zhou's words, Dean Sun couldn't help laughing out loud. Sure enough, he was still young and inexperienced.

But he didn't intend to keep it a secret, and said directly: "You can first hang the preprint online, and then send the formally submitted paper to a MIT conference email address. I'll send it to you later."

Chen Zhou hurriedly responded gratefully: "Okay, thank you, Dean."

Dean Sun smiled and replied, "Don't be polite, I'll wait for you to come!"

Chen Zhou: "Okay."

Chen Zhou breathed a sigh of relief when the phone hung up.

If the research results cannot be displayed, then his time-consuming research will be really embarrassing.

Back at the dormitory, Chen Zhou began to search for websites with preprints of the papers.

Although President Sun didn't say it thoroughly, Chen Zhou understood it.

Uploading preprints to professional websites is also a precaution.

Or be careful.

On the other hand, it can also let the world know its research results in advance.

The earliest and most popular preprint website is e-print    arxiv, and mathematicians and physicists often throw away the written articles.

Chen Zhou registered an account and hanged the preprint of the paper according to the requirements of the website.

Compared with Chen Zhou's complete paper, the preprint is missing a lot of key content.

Publication of preprints is not a true academic publication. Papers after the publication of preprints can still be submitted to journals.

This is also to prevent plagiarism and to be published in journals first.

If the paper is subsequently modified, you can continue to upload it.

However, the old version will continue to exist.

After Chen Zhou finished his work, he saw that before Dean Sun’s email had been sent, he browsed the e-print     arxiv website.

After choosing several fields related to number theory, Chen Zhou looked at the current research results of number theory in the world.

Because the arxiv website has no peer review, it will be published online within one or two days after submission.

Therefore, the quality of the papers is also uneven.

Chen Zhou could only select relatively reliable papers by himself.
Chapter completed!