Scholar’s Advanced Technological System

After so many years in academia, the Ark heard for the first time that any editor of the journal suggested to the contributor that one paper be split into two pieces for distribution.

Most of the time, the journal's academic editor dislikes the contributor too much water, splits a topic into two parts, or even several parts, and then quotes the number of times his paper brushes were cited, so he calls the paper back for the contributor to rewrite.

This dissenting contributor's dissertation is too informative, so call back and let the contributor deliver the dissertation separately...

It's been a long time.

“Part of inference one is one of the core issues in differential topology discussing fluid classification...” Staring at this email repeatedly researching, the ark touched the chin, "Sullivan guessed? I've never heard of anything. ”

Mumbled, he kicked his suitcase to one side, got up and walked out of the hat room and quickly walked upstairs.

Sitting in front of the computer, opening the database and retrieving the relevant articles, something amazing happened to the ark very quickly.

I saw a row of papers retrieved, flying in front of him like snowflakes.

I don't know yet.

This search was unexpected, and the proposition was quite popular.

However, the authors of the most frequently cited papers do not look familiar. To come to this Sullivan presumption should be a proposition that is not highly relevant to other disciplines, but is relatively important in this research branch.

It's like a twin count guess.

It's not about sex mathematics. Nobody usually studies this shit.

“... Mom, I said how hard this thing is, I've been thinking about it all day! So it's really a mathematical guess?! ”

In short, his paper in the Mathematical Yearbook, which discusses inference 1, is seven and a half pages long, in fact testifies to an equivalent form of Sullivan speculation that is smooth and fully surrendered.

This assumption is about the smooth pop classification, which has been around for more than half a century since it was raised.

And the classification problem of smooth streams is one of the core problems in differential topology!

This also means that he inadvertently solved the problem, which has in fact haunted the differential topology community for half a century...

After reading through the retrieved literature, the hearts of the ark were filled with emotion.

Naturally, on the one hand, I feel sorry for my cowboy, and on the other hand, I feel sorry for the Professor Chan who dug it up.

When studying hyperelliptical curve analysis, the association actually skewed the classic proposition in the mathematical branch of Differential Topology.

“Anyway, if Sullivan thought it would work, the hyperelliptical curve analysis would introduce a differential flow method. ”

“This step, if it makes sense, feels like the end of Lehman's speculation is one step closer to me. ”

“I just don't know how many steps there are left...”

I was saddened by the paper on the computer screen, and the ark opened the original paper and reprogrammed the content.

This work is simple, simply taking the reasoning from the original paper out separately with a few lines of abstracts to contribute as an independent paper.

As for the title of the thesis, Professor Freaks also thought of it for him.

That is, Proof of Sullivan's Thoughts on Smooth Complete Delivery.

As for the original paper, it was simply quoted in the part of the quotation, and then the proposition he proved was used directly as a theorem in the paper.

After taking about a dozen minutes to complete this work, the Ark repackaged the paper and delivered it to Professor Frax's mailbox.

After doing these things, just as Ark was about to send an email telling Professor Chen Yang about this interesting thing, he suddenly remembered that he had a pre-printed copy of the paper hanging on Arxiv when he was presenting his paper.

Though he rarely adapted the manuscript, according to academic practice, since the paper was modified according to the opinions of academic editors or reviewers, the pre-printed copy on Arxiv would naturally have to be updated in sync.

To think of it, the Ark immediately boarded its own account on Arxiv, but just as he was preparing to delete the original pre-printed copy and update it into two post-split papers, it was taken aback by the downloads of the original paper.

22,000 downloads!

“Shit, it's only been two days. Is the download that high?! ”

Generally speaking, even if it's a popular research direction, it's hard to say how many hundreds of downloads a pre-printed copy can have after upload.

The number of downloads can be daunting, often for long overdue papers, but also for more popular research directions.

Differential topology is not a particularly popular mathematical branch in itself, especially in the field of fluid classification, and whether there are 20,000 scholars around the world who study this direction, let alone those who track this label on ARXIV.

So this download count is really weird.

There is only one possibility.

And that's his thesis, to a certain extent, which gave rise to quite a lot of talk.

Moreover, the heat of this topic has reached the level of scholars studying other directions, all cast a curious gaze on his side...

Suddenly, the ark seemed to realize something and immediately logged into its account at the mathoverflow forum.

And as he predicted, the topic of his thesis at this world famous mathematician forum has almost taken up the home page of the live discussion section…

[Surprised, Professor Lu's latest paper. Has anyone read it?

[I just finished reading it, it seems to be a supplement to the method of analysis of superelliptical curves… Is there anything special about it?

[The key is not the proposition to discuss the text itself! It's the reasoning in that paper! You're not doing differential topology. You might not know that. That thing is actually another form of Sullivan speculation! I fuckin 'saw it for half a day, and I suddenly found it!

[My master's brother studied the direction of differential topology, and he and his mentor are said to be working on the issue of differential fluid classification now. I just took that paper and asked him how he felt. He only said one thing to me, and then the whole person shut down. How do I convince him to want to open up, wait online, it's urgent...]

[It's Professor Lu, whatever the fuck you do, you can make research results like this.

[I feel like I've been learning differential fluids for over a decade... (crying)]

[Just in time for tomorrow's discussion session, I'm missing a topic, just borrow this preprinter and use it.: P]

Browsing these posts to the end, finally the solved ark, I couldn't help but sigh.

“These people really hurt their free balls. ”

Why don't you pick yourself some interesting questions to study at this time.

Isn't that what solved a guess?

All day long...

He shook his head, turned off the browser, closed his laptop, and threw it aside along with the paper he had already submitted.

The Mathematical Yearbook will contact a sufficiently qualified reviewer to complete the peer review.

And what he needs to do next is prepare for the upcoming trip to Shanghai...