After so many years in academia, this was the first time Lu Zhou heard that a journal editor suggested to a contributor that he split a paper into two for publication.
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
You won’t know if you don’t check.
"If this step can be taken, I feel that the end point of the Riemann Hypothesis is one step closer to me."
What he needs to do next is to prepare for his upcoming trip to Shanghai...
"Annals of Mathematics" will contact him with a reviewer with sufficient qualifications to complete the peer review process.
In short, the paper he submitted to the "Annals of Mathematics", in which the discussion of Corollary 1 is 7 and a half pages long, is in fact an equivalent of Sullivan's conjecture of smooth complex complete intersection. The valence form was proved.
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
After spending about ten minutes to complete the work, Lu Zhou repackaged the paper and delivered it to Professor Frakes' mailbox.
In most cases, academic editors of journals dislike the submission of contributors, split a topic into two parts or even publish it in several parts, and then cite their own papers to increase the number of citations, so they send the paper back and let the contributors rewrite it. .
22,000 downloads!
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
The classification problem of smooth manifolds is one of the core issues in differential topology!
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
This kind of situation where the contributor's paper contains too much information is dismissed and the contributor is sent back to ask the contributor to submit two papers separately...
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
Therefore, the number of downloads is really weird.
"I just don't know how many steps are left..."
Moreover, this topic has become so popular that scholars studying other fields have cast curious glances at him...
If you have this time, you might as well pick some interesting questions to study.
It’s been a long time since we’ve seen each other.
After spending about ten minutes to complete the work, Lu Zhou repackaged the paper and delivered it to Professor Frakes' mailbox.
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
"Corollary 1 is one of the core issues in differential topology discussing manifold classification..." Staring at the email and studying it over and over, Lu Zhou touched his chin, "Sullivan's conjecture? What the hell, I can't even hear it. never heard of that."
What he needs to do next is to prepare for his upcoming trip to Shanghai...
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
"These people are so idle."
If you have this time, you might as well pick some interesting questions to study.
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
Sitting in front of the computer, he opened the database and searched for relevant entries. Soon, something surprising happened to Lu Zhou.
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
The papers that can be downloaded more than 10,000 times are often those papers that have been pending for a long time, and they must be in relatively popular research directions.
With a murmur, he kicked the suitcase aside, stood up and walked out of the cloakroom, walking quickly upstairs.
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
Just like the twin prime conjecture.
After reading the retrieved documents, Lu Zhou was filled with emotions.
"These people are so idle."
If you have this time, you might as well pick some interesting questions to study.
After so many years in academia, this was the first time Lu Zhou heard that a journal editor suggested to a contributor that he split a paper into two for publication.
Namely, "Proof of Sullivan's conjecture about complete intersection of smooth complexes".
Sitting in front of the computer, he opened the database and searched for relevant entries. Soon, something surprising happened to Lu Zhou.
"These people are so idle."
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
After finishing these things, just when Lu Zhou was about to send an email to tell Professor Chen Yang this interesting incident, he suddenly remembered that when he submitted the paper, he had posted the preprint of the paper. Arxiv on.
Doesn't it just solve a conjecture
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
Lines of retrieved papers flew in front of him like snowflakes.
Lines of retrieved papers flew in front of him like snowflakes.
Just like the twin prime conjecture.
Just like the twin prime conjecture.
You won’t know if you don’t check.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
[As expected of Professor Lu, no matter what he does, he can produce such amazing research results.]
It’s been a long time since we’ve seen each other.
Unexpectedly during this search, this proposition was quite popular.
Therefore, the number of downloads is really weird.
22,000 downloads!
As for the title of the paper, Professor Frakes also thought of it for him.
After so many years in academia, this was the first time Lu Zhou heard that a journal editor suggested to a contributor that he split a paper into two for publication.
However, looking at the authors of the papers with the highest number of citations, none of them look familiar. It seems that this Sullivan conjecture is a proposition that is not highly relevant to other disciplines, but is relatively important in this branch of research.
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
Just like the twin prime conjecture.
Just like the twin prime conjecture.
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
As for the title of the paper, Professor Frakes also thought of it for him.
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
With a murmur, he kicked the suitcase aside, stood up and walked out of the cloakroom, walking quickly upstairs.
Unless you are engaged in additive number theory, generally no one will study this nonsense.
"Annals of Mathematics" will contact him with a reviewer with sufficient qualifications to complete the peer review process.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
"These people are so idle."
[As expected of Professor Lu, no matter what he does, he can produce such amazing research results.]
As for the title of the paper, Professor Frakes also thought of it for him.
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
You won’t know if you don’t check.
After finishing these things, just when Lu Zhou was about to send an email to tell Professor Chen Yang this interesting incident, he suddenly remembered that when he submitted the paper, he had posted the preprint of the paper. Arxiv on.
In short, the paper he submitted to the "Annals of Mathematics", in which the discussion of Corollary 1 is 7 and a half pages long, is in fact an equivalent of Sullivan's conjecture of smooth complex complete intersection. The valence form was proved.
Shaking his head, Lu Zhou closed the browser, closed the laptop, and threw the matter aside along with the submitted paper.
Although he rarely changes manuscripts, according to academic practice, since the paper has been modified based on the opinions of academic editors or reviewers, the preprints on Arxiv will naturally be updated simultaneously.
This conjecture is about the problem of smooth popular classification, and it has a history of more than half a century since it was proposed.
You won’t know if you don’t check.
Lines of retrieved papers flew in front of him like snowflakes.
The classification problem of smooth manifolds is one of the core issues in differential topology!
Sitting in front of the computer, he opened the database and searched for relevant entries. Soon, something surprising happened to Lu Zhou.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
22,000 downloads!
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
That is his paper, which has caused quite a big topic within a certain scope.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
On the one hand, he was naturally impressed by his own awesomeness, and on the other hand, he was also impressed by the fact that Professor Chen, whom he had poached, had something special.
You won’t know if you don’t check.
After reading the retrieved documents, Lu Zhou was filled with emotions.
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
On the one hand, he was naturally impressed by his own awesomeness, and on the other hand, he was also impressed by the fact that Professor Chen, whom he had poached, had something special.
"If this step can be taken, I feel that the end point of the Riemann Hypothesis is one step closer to me."
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
"Corollary 1 is one of the core issues in differential topology discussing manifold classification..." Staring at the email and studying it over and over, Lu Zhou touched his chin, "Sullivan's conjecture? What the hell, I can't even hear it. never heard of that."
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
Making a fuss all day...
"Anyway...if Sullivan's conjecture is true, then the hyperelliptic curve analysis method will be able to introduce the method of differential manifolds."
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
"If this step can be taken, I feel that the end point of the Riemann Hypothesis is one step closer to me."
The papers that can be downloaded more than 10,000 times are often those papers that have been pending for a long time, and they must be in relatively popular research directions.
Doesn't it just solve a conjecture
This conjecture is about the problem of smooth popular classification, and it has a history of more than half a century since it was proposed.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
"Corollary 1 is one of the core issues in differential topology discussing manifold classification..." Staring at the email and studying it over and over, Lu Zhou touched his chin, "Sullivan's conjecture? What the hell, I can't even hear it. never heard of that."
"If this step can be taken, I feel that the end point of the Riemann Hypothesis is one step closer to me."
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
On the one hand, he was naturally impressed by his own awesomeness, and on the other hand, he was also impressed by the fact that Professor Chen, whom he had poached, had something special.
"I just don't know how many steps are left..."
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
That is his paper, which has caused quite a big topic within a certain scope.
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
[I just finished reading it, it seems to be a supplement to the hyperelliptic curve analysis method... Is there anything special about it?]
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
Making a fuss all day...
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
"Corollary 1 is one of the core issues in differential topology discussing manifold classification..." Staring at the email and studying it over and over, Lu Zhou touched his chin, "Sullivan's conjecture? What the hell, I can't even hear it. never heard of that."
[I just finished reading it, it seems to be a supplement to the hyperelliptic curve analysis method... Is there anything special about it?]
On the one hand, he was naturally impressed by his own awesomeness, and on the other hand, he was also impressed by the fact that Professor Chen, whom he had poached, had something special.
It’s been a long time since we’ve seen each other.
As for the title of the paper, Professor Frakes also thought of it for him.
[The key is not the proposition discussed in the paper itself! It’s Corollary 1 in that paper! Those of you who are not engaged in differential topology may not know that that thing is actually another expression of Sullivan’s conjecture! I watched it for a long time and suddenly discovered it!]
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
Namely, "Proof of Sullivan's conjecture about complete intersection of smooth complexes".
With a murmur, he kicked the suitcase aside, stood up and walked out of the cloakroom, walking quickly upstairs.
Lines of retrieved papers flew in front of him like snowflakes.
Lines of retrieved papers flew in front of him like snowflakes.
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
On the one hand, he was naturally impressed by his own awesomeness, and on the other hand, he was also impressed by the fact that Professor Chen, whom he had poached, had something special.
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
"Anyway...if Sullivan's conjecture is true, then the hyperelliptic curve analysis method will be able to introduce the method of differential manifolds."
Shaking his head, Lu Zhou closed the browser, closed the laptop, and threw the matter aside along with the submitted paper.
After spending about ten minutes to complete the work, Lu Zhou repackaged the paper and delivered it to Professor Frakes' mailbox.
"These people are so idle."
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
“Damn it, it’s only been two days and the number of downloads is already so high?!”
After reading the retrieved documents, Lu Zhou was filled with emotions.
After finishing these things, just when Lu Zhou was about to send an email to tell Professor Chen Yang this interesting incident, he suddenly remembered that when he submitted the paper, he had posted the preprint of the paper. Arxiv on.
22,000 downloads!
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
"These people are so idle."
Although he rarely changes manuscripts, according to academic practice, since the paper has been modified based on the opinions of academic editors or reviewers, the preprints on Arxiv will naturally be updated simultaneously.
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
Although he rarely changes manuscripts, according to academic practice, since the paper has been modified based on the opinions of academic editors or reviewers, the preprints on Arxiv will naturally be updated simultaneously.
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
In short, the paper he submitted to the "Annals of Mathematics", in which the discussion of Corollary 1 is 7 and a half pages long, is in fact an equivalent of Sullivan's conjecture of smooth complex complete intersection. The valence form was proved.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
This conjecture is about the problem of smooth popular classification, and it has a history of more than half a century since it was proposed.
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
That is his paper, which has caused quite a big topic within a certain scope.
“Damn it, it’s only been two days and the number of downloads is already so high?!”
22,000 downloads!
Making a fuss all day...
This conjecture is about the problem of smooth popular classification, and it has a history of more than half a century since it was proposed.
It’s been a long time since we’ve seen each other.
“Damn it, it’s only been two days and the number of downloads is already so high?!”
[I just finished reading it, it seems to be a supplement to the hyperelliptic curve analysis method... Is there anything special about it?]
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
"These people are so idle."
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
"These people are so idle."
Lines of retrieved papers flew in front of him like snowflakes.
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
Moreover, this topic has become so popular that scholars studying other fields have cast curious glances at him...
The papers that can be downloaded more than 10,000 times are often those papers that have been pending for a long time, and they must be in relatively popular research directions.
This kind of situation where the contributor's paper contains too much information is dismissed and the contributor is sent back to ask the contributor to submit two papers separately...
That is his paper, which has caused quite a big topic within a certain scope.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
"These people are so idle."
If you have this time, you might as well pick some interesting questions to study.
As for the original paper, he just added a line of quotation in the quotation part, and then directly used the proposition he proved as a theorem in the paper.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
"If this step can be taken, I feel that the end point of the Riemann Hypothesis is one step closer to me."
[Surprised, has anyone read the latest paper Professor Lu submitted?]
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
If you have this time, you might as well pick some interesting questions to study.
Namely, "Proof of Sullivan's conjecture about complete intersection of smooth complexes".
Therefore, the number of downloads is really weird.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
Suddenly, Lu Zhou seemed to realize something, so he immediately logged in to his account on the mathoverflow forum.
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
Unexpectedly during this search, this proposition was quite popular.
There is only one possibility.
If you have this time, you might as well pick some interesting questions to study.
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
Lines of retrieved papers flew in front of him like snowflakes.
"I just don't know how many steps are left..."
This kind of situation where the contributor's paper contains too much information is dismissed and the contributor is sent back to ask the contributor to submit two papers separately...
After finishing these things, just when Lu Zhou was about to send an email to tell Professor Chen Yang this interesting incident, he suddenly remembered that when he submitted the paper, he had posted the preprint of the paper. Arxiv on.
That is his paper, which has caused quite a big topic within a certain scope.
Making a fuss all day...
Unless you are engaged in additive number theory, generally no one will study this nonsense.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
There is only one possibility.
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
Moreover, this topic has become so popular that scholars studying other fields have cast curious glances at him...
Doesn't it just solve a conjecture
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
It’s been a long time since we’ve seen each other.
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
In short, the paper he submitted to the "Annals of Mathematics", in which the discussion of Corollary 1 is 7 and a half pages long, is in fact an equivalent of Sullivan's conjecture of smooth complex complete intersection. The valence form was proved.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
Suddenly, Lu Zhou seemed to realize something, so he immediately logged in to his account on the mathoverflow forum.
Namely, "Proof of Sullivan's conjecture about complete intersection of smooth complexes".
"I just don't know how many steps are left..."
“Damn it, it’s only been two days and the number of downloads is already so high?!”
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
“Damn it, it’s only been two days and the number of downloads is already so high?!”
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
After finishing these things, just when Lu Zhou was about to send an email to tell Professor Chen Yang this interesting incident, he suddenly remembered that when he submitted the paper, he had posted the preprint of the paper. Arxiv on.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
Therefore, the number of downloads is really weird.
"These people are so idle."
Namely, "Proof of Sullivan's conjecture about complete intersection of smooth complexes".
[Surprised, has anyone read the latest paper Professor Lu submitted?]
[Surprised, has anyone read the latest paper Professor Lu submitted?]
Generally speaking, even in popular research directions, it is quite difficult for a preprint to be downloaded hundreds of times after being uploaded.
[Surprised, has anyone read the latest paper Professor Lu submitted?]
Sitting in front of the computer, he opened the database and searched for relevant entries. Soon, something surprising happened to Lu Zhou.
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
After so many years in academia, this was the first time Lu Zhou heard that a journal editor suggested to a contributor that he split a paper into two for publication.
[I just finished reading it, it seems to be a supplement to the hyperelliptic curve analysis method... Is there anything special about it?]
"If this step can be taken, I feel that the end point of the Riemann Hypothesis is one step closer to me."
Namely, "Proof of Sullivan's conjecture about complete intersection of smooth complexes".
It’s been a long time since we’ve seen each other.
[I just finished reading it, it seems to be a supplement to the hyperelliptic curve analysis method... Is there anything special about it?]
[The key is not the proposition discussed in the paper itself! It’s Corollary 1 in that paper! Those of you who are not engaged in differential topology may not know that that thing is actually another expression of Sullivan’s conjecture! I watched it for a long time and suddenly discovered it!]
[Surprised, has anyone read the latest paper Professor Lu submitted?]
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
22,000 downloads!
After finishing these things, just when Lu Zhou was about to send an email to tell Professor Chen Yang this interesting incident, he suddenly remembered that when he submitted the paper, he had posted the preprint of the paper. Arxiv on.
22,000 downloads!
Lines of retrieved papers flew in front of him like snowflakes.
[As expected of Professor Lu, no matter what he does, he can produce such amazing research results.]
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
The classification problem of smooth manifolds is one of the core issues in differential topology!
[I feel like I have learned differential manifolds for more than ten years in vain... (crying)]
The association generated when studying the hyperelliptic curve analysis method unexpectedly collided with the classic propositions in differential topology, a branch of mathematics.
In most cases, academic editors of journals dislike the submission of contributors, split a topic into two parts or even publish it in several parts, and then cite their own papers to increase the number of citations, so they send the paper back and let the contributors rewrite it. .
As for the title of the paper, Professor Frakes also thought of it for him.
It’s been a long time since we’ve seen each other.
After reading the retrieved documents, Lu Zhou was filled with emotions.
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
Although he rarely changes manuscripts, according to academic practice, since the paper has been modified based on the opinions of academic editors or reviewers, the preprints on Arxiv will naturally be updated simultaneously.
"These people are so idle."
However, looking at the authors of the papers with the highest number of citations, none of them look familiar. It seems that this Sullivan conjecture is a proposition that is not highly relevant to other disciplines, but is relatively important in this branch of research.
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
Therefore, the number of downloads is really weird.
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
Doesn't it just solve a conjecture
Thinking of this, Lu Zhou immediately logged into his account on Arxiv. However, just when he was about to delete the original preprint and update it into two split papers, this was changed by the original paper. The number of downloads was shocking.
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
However, looking at the authors of the papers with the highest number of citations, none of them look familiar. It seems that this Sullivan conjecture is a proposition that is not highly relevant to other disciplines, but is relatively important in this branch of research.
[Surprised, has anyone read the latest paper Professor Lu submitted?]
"These people are so idle."
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
"...Oh my god, I asked you why this thing is so difficult. I've been thinking about it all day! It turns out it's really a mathematical conjecture?!"
Differential topology itself is not a particularly popular branch of mathematics, especially the field of manifold classification. It is hard to say whether there are 20,000 scholars in the world studying this direction, let alone those who have followed this tag on Arxiv. people.
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
After sighing at the paper on the computer screen, Lu Zhou opened the original copy of the paper and rearranged the content.
If you have this time, you might as well pick some interesting questions to study.
"I just don't know how many steps are left..."
The classification problem of smooth manifolds is one of the core issues in differential topology!
The classification problem of smooth manifolds is one of the core issues in differential topology!
"Annals of Mathematics" will contact him with a reviewer with sufficient qualifications to complete the peer review process.
This work is actually very simple. It is just to separate Corollary 1 from the original paper, add a few lines of abstract, and submit it as an independent paper.
Making a fuss all day...
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
[As expected of Professor Lu, no matter what he does, he can produce such amazing research results.]
Doesn't it just solve a conjecture
Making a fuss all day...
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
If you have this time, you might as well pick some interesting questions to study.
This kind of situation where the contributor's paper contains too much information is dismissed and the contributor is sent back to ask the contributor to submit two papers separately...
This means that the problem he solved unintentionally has actually troubled the differential topology community for more than half a century...
[My senior brother when I was studying for a master's degree was studying differential topology, and it is said that he and his tutor are currently working on the problem of differential manifold classification. I just took the paper and asked him how he felt. He only said something awesome to me, and then he became autistic. How should I persuade him to be more open-minded and wait online? It's quite urgent...]
Just as he expected, in this world-renowned mathematics industry forum, the topic of his paper has almost occupied the homepage of the real-time discussion section...
Making a fuss all day...
What he needs to do next is to prepare for his upcoming trip to Shanghai...
Although he rarely changes manuscripts, according to academic practice, since the paper has been modified based on the opinions of academic editors or reviewers, the preprints on Arxiv will naturally be updated simultaneously.
On the one hand, he was naturally impressed by his own awesomeness, and on the other hand, he was also impressed by the fact that Professor Chen, whom he had poached, had something special.
22,000 downloads!
22,000 downloads!
Shaking his head, Lu Zhou closed the browser, closed the laptop, and threw the matter aside along with the submitted paper.
Making a fuss all day...
"Corollary 1 is one of the core issues in differential topology discussing manifold classification..." Staring at the email and studying it over and over, Lu Zhou touched his chin, "Sullivan's conjecture? What the hell, I can't even hear it. never heard of that."
"Anyway...if Sullivan's conjecture is true, then the hyperelliptic curve analysis method will be able to introduce the method of differential manifolds."
[It just so happens that I still lack a topic for tomorrow’s discussion class, so I borrowed this preprint and put it to use :P]
If you have this time, you might as well pick some interesting questions to study.
Just like the twin prime conjecture.
"Annals of Mathematics" will contact him with a reviewer with sufficient qualifications to complete the peer review process.
Moreover, this topic has become so popular that scholars studying other fields have cast curious glances at him...
Lines of retrieved papers flew in front of him like snowflakes.
After reading the retrieved documents, Lu Zhou was filled with emotions.
What he needs to do next is to prepare for his upcoming trip to Shanghai...
After reading the retrieved documents, Lu Zhou was filled with emotions.
After browsing these posts to the end, Lu Zhou finally solved the case and couldn't help but sigh.
Therefore, the number of downloads is really weird.