The sky outside the window is bright.
Now, all this has finally come to an end.
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
The review speed of a major conjecture largely depends on the popularity of the proposition and how "new" the work is.
As for publicity.
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
As for how long it will take, he can't control it.
It’s already May…
Lu Zhou, who was lying on the desk, slowly opened his eyes.
In fact, there is a very simple way to verify whether his proof is correct.
Then, a line of text came into his eyes.
Of course, although this formula is now called Theorem 1 in his paper, it may not be long before the mathematical community generally accepts his proof process, and this theorem may be upgraded to the "Continental Theorem" Something like that.
Walking to the translucent holographic screen, he reached out and pressed the taskbar with a hint of trepidation.
From the time he came to Princeton in February to now, he has spent almost half of his time in this ten-square-meter house. Except for driving to the supermarket to buy groceries, he has basically never left the house.
If it is just for publicity, it does not necessarily have to be published in a journal...
A beep sounded like the sound of nature.
Rubbing his sore eyebrows, he looked at the calendar placed on the corner of the table.
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
As for how long it will take, he can't control it.
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
It’s already May…
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
The other is to make it public!
From the time he came to Princeton in February to now, he has spent almost half of his time in this ten-square-meter house. Except for driving to the supermarket to buy groceries, he has basically never left the house.
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
Rubbing his sore eyebrows, he looked at the calendar placed on the corner of the table.
Lu Zhou shook his head with a headache.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
Lu Zhou shook his head with a headache.
As for how long it will take, he can't control it.
After the paper is published, people or research units paying attention to this field will receive an alert (similar to a reminder). If nothing else, someone somewhere in the world should already be reading his article.
After enjoying the dinner quietly, Lu Zhou calmly went to the kitchen to wash his hands, then returned to his desk and began to wrap up his work during this period.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
If it is just for publicity, it does not necessarily have to be published in a journal...
From the time he came to Princeton in February to now, he has spent almost half of his time in this ten-square-meter house. Except for driving to the supermarket to buy groceries, he has basically never left the house.
For nearly half a year since receiving that mission, he has been challenging Goldbach's conjecture.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
The other is to make it public!
It’s already May…
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
He is more than 90% sure of its accuracy, because his habit is to rigorously check every conclusion and repeatedly scrutinize all possible errors.
"system."
Rubbing his sore eyebrows, he looked at the calendar placed on the corner of the table.
In fact, there is a very simple way to verify whether his proof is correct.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
Lu Zhou shook his head with a headache.
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
For nearly half a year since receiving that mission, he has been challenging Goldbach's conjecture.
As for how long it will take, he can't control it.
To a large extent, his review cycle depends on others' interest in and acceptance of the theoretical framework he proposed.
[... From formula (30), Lemma 8, Lemma 9, and Lemma 10, it can be proved that Theorem 1 is true.]
Even though his group construction method has been reflected in the proof of the twin prime number theorem, the element of magic modification makes it far away from the scope of the sieve method. Even if the reviewer is a great person like Deligne, it will not work. It took a lot of time to come to the final conclusion.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
Now, all this has finally come to an end.
Lu Zhou let out a sigh of relief when he saw the upload completion pop-up window popping up on the web page.
Now, all this has finally come to an end.
This part of the work can even be published as a separate paper.
The review speed of a major conjecture largely depends on the popularity of the proposition and how "new" the work is.
For nearly half a year since receiving that mission, he has been challenging Goldbach's conjecture.
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
After passing nearly fifty pages of paper, he continued to write in the place where he fell asleep before finishing yesterday.
The sky outside the window is bright.
After taking a deep breath, Lu Zhou stood up from the chair.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
That is, given a sufficiently large even number N, there are prime numbers P1 and P2 that satisfy N=P1+P2.
Based on this analysis, Lu Zhou concluded that the completion of the system's mission should be determined by two factors.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
Having reached the last step, he was no longer so anxious.
Of course, although this formula is now called Theorem 1 in his paper, it may not be long before the mathematical community generally accepts his proof process, and this theorem may be upgraded to the "Continental Theorem" Something like that.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
The only drawback may be that it conflicts with the submission principles of some journals and conferences. For example, uploading papers before the deadline may violate double-blind rules, etc. However, Lu Zhou doesn't care about these things very much now, and he trusts the journals that accept manuscripts. , and don't care about the minutiae.
Lu Zhou walked into the kitchen humming a tune and got himself some food. He even took out a bottle of champagne from the refrigerator, opened the bottle cap and poured it for himself.
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
etc…
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
The champagne was bought two months ago just for this moment.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
Lu Zhou, who was lying on the desk, slowly opened his eyes.
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
After enjoying the dinner quietly, Lu Zhou calmly went to the kitchen to wash his hands, then returned to his desk and began to wrap up his work during this period.
To a large extent, his review cycle depends on others' interest in and acceptance of the theoretical framework he proposed.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
In fact, Lu Zhou had been thinking about what the system's criteria for determining task completion would be.
Walking to the translucent holographic screen, he reached out and pressed the taskbar with a hint of trepidation.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
After passing nearly fifty pages of paper, he continued to write in the place where he fell asleep before finishing yesterday.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
He is more than 90% sure of its accuracy, because his habit is to rigorously check every conclusion and repeatedly scrutinize all possible errors.
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
After passing nearly fifty pages of paper, he continued to write in the place where he fell asleep before finishing yesterday.
As for how long it will take, he can't control it.
"system."
[... From formula (30), Lemma 8, Lemma 9, and Lemma 10, it can be proved that Theorem 1 is true.]
The other is to make it public!
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
Then, a line of text came into his eyes.
Lu Zhou let out a sigh of relief when he saw the upload completion pop-up window popping up on the web page.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
As for how long it will take, he can't control it.
One is correctness.
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
That is, given a sufficiently large even number N, there are prime numbers P1 and P2 that satisfy N=P1+P2.
As for this paper on the proof of Goldbach's conjecture, Lu Zhou wrote a total of fifty pages, and at least half of it was spent discussing the theoretical framework he built for the entire proof.
After passing nearly fifty pages of paper, he continued to write in the place where he fell asleep before finishing yesterday.
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
This part of the work can even be published as a separate paper.
At this moment, Lu Zhou suddenly realized a problem.
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
However, the system did not give him time to think about this problem.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
[Congratulations to the host, the mission is completed!]
Then, a line of text came into his eyes.
Of course, although this formula is now called Theorem 1 in his paper, it may not be long before the mathematical community generally accepts his proof process, and this theorem may be upgraded to the "Continental Theorem" Something like that.
Now, all this has finally come to an end.
Lu Zhou, who was lying on the desk, slowly opened his eyes.
Walking to the translucent holographic screen, he reached out and pressed the taskbar with a hint of trepidation.
Of course, although this formula is now called Theorem 1 in his paper, it may not be long before the mathematical community generally accepts his proof process, and this theorem may be upgraded to the "Continental Theorem" Something like that.
The sky outside the window is bright.
Lu Zhou walked into the kitchen humming a tune and got himself some food. He even took out a bottle of champagne from the refrigerator, opened the bottle cap and poured it for himself.
Lu Zhou shook his head with a headache.
The sky outside the window is bright.
Even though his group construction method has been reflected in the proof of the twin prime number theorem, the element of magic modification makes it far away from the scope of the sieve method. Even if the reviewer is a great person like Deligne, it will not work. It took a lot of time to come to the final conclusion.
In this way, it will be considered public, right
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
When he opened his eyes again, he saw pure white.
However, the review period for such major mathematical conjectures generally takes a long time.
As for how long it will take, he can't control it.
For nearly half a year since receiving that mission, he has been challenging Goldbach's conjecture.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
The only drawback may be that it conflicts with the submission principles of some journals and conferences. For example, uploading papers before the deadline may violate double-blind rules, etc. However, Lu Zhou doesn't care about these things very much now, and he trusts the journals that accept manuscripts. , and don't care about the minutiae.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
The review speed of a major conjecture largely depends on the popularity of the proposition and how "new" the work is.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
However, the review period for such major mathematical conjectures generally takes a long time.
After passing nearly fifty pages of paper, he continued to write in the place where he fell asleep before finishing yesterday.
After taking a deep breath, Lu Zhou stood up from the chair.
In fact, Lu Zhou had been thinking about what the system's criteria for determining task completion would be.
Rubbing his sore eyebrows, he looked at the calendar placed on the corner of the table.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
Soon he will be able to verify his guess...
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
In fact, there is a very simple way to verify whether his proof is correct.
When he opened his eyes again, he saw pure white.
Having reached the last step, he was no longer so anxious.
In fact, there is a very simple way to verify whether his proof is correct.
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
For papers that prove the Polignac-Lu theorem, the review period is obviously much longer.
At the same time, you can also know whether your thinking is correct.
For papers that prove the Polignac-Lu theorem, the review period is obviously much longer.
After the paper is published, people or research units paying attention to this field will receive an alert (similar to a reminder). If nothing else, someone somewhere in the world should already be reading his article.
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
Even though his group construction method has been reflected in the proof of the twin prime number theorem, the element of magic modification makes it far away from the scope of the sieve method. Even if the reviewer is a great person like Deligne, it will not work. It took a lot of time to come to the final conclusion.
Having reached the last step, he was no longer so anxious.
The review speed of a major conjecture largely depends on the popularity of the proposition and how "new" the work is.
However, the system did not give him time to think about this problem.
As for this paper on the proof of Goldbach's conjecture, Lu Zhou wrote a total of fifty pages, and at least half of it was spent discussing the theoretical framework he built for the entire proof.
As for this paper on the proof of Goldbach's conjecture, Lu Zhou wrote a total of fifty pages, and at least half of it was spent discussing the theoretical framework he built for the entire proof.
Lu Zhou walked into the kitchen humming a tune and got himself some food. He even took out a bottle of champagne from the refrigerator, opened the bottle cap and poured it for himself.
Lu Zhou shook his head with a headache.
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
To a large extent, his review cycle depends on others' interest in and acceptance of the theoretical framework he proposed.
This part of the work can even be published as a separate paper.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
"system."
To a large extent, his review cycle depends on others' interest in and acceptance of the theoretical framework he proposed.
Now, all this has finally come to an end.
…
Lu Zhou walked into the kitchen humming a tune and got himself some food. He even took out a bottle of champagne from the refrigerator, opened the bottle cap and poured it for himself.
The review speed of a major conjecture largely depends on the popularity of the proposition and how "new" the work is.
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
At the same time, you can also know whether your thinking is correct.
As for how long it will take, he can't control it.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
After enjoying the dinner quietly, Lu Zhou calmly went to the kitchen to wash his hands, then returned to his desk and began to wrap up his work during this period.
In fact, Lu Zhou had been thinking about what the system's criteria for determining task completion would be.
As for publicity.
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
The sky outside the window is bright.
Soon he will be able to verify his guess...
It’s already May…
[... From formula (30), Lemma 8, Lemma 9, and Lemma 10, it can be proved that Theorem 1 is true.]
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
In fact, there is a very simple way to verify whether his proof is correct.
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
Even though his group construction method has been reflected in the proof of the twin prime number theorem, the element of magic modification makes it far away from the scope of the sieve method. Even if the reviewer is a great person like Deligne, it will not work. It took a lot of time to come to the final conclusion.
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
At the same time, you can also know whether your thinking is correct.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
After enjoying the dinner quietly, Lu Zhou calmly went to the kitchen to wash his hands, then returned to his desk and began to wrap up his work during this period.
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
He just doesn’t know whether the system has a judgment value for the number of readings of a paper. If it does, he will have to wait a few days to verify his guess.
To a large extent, his review cycle depends on others' interest in and acceptance of the theoretical framework he proposed.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
For nearly half a year since receiving that mission, he has been challenging Goldbach's conjecture.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
It’s already May…
Based on this analysis, Lu Zhou concluded that the completion of the system's mission should be determined by two factors.
Walking to the translucent holographic screen, he reached out and pressed the taskbar with a hint of trepidation.
A beep sounded like the sound of nature.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
If it is just for publicity, it does not necessarily have to be published in a journal...
Then, a line of text came into his eyes.
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
One is correctness.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
Having reached the last step, he was no longer so anxious.
Lu Zhou, who was lying on the desk, slowly opened his eyes.
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
The other is to make it public!
Soon he will be able to verify his guess...
Rubbing his sore eyebrows, he looked at the calendar placed on the corner of the table.
In this way, it will be considered public, right
In fact, there is a very simple way to verify whether his proof is correct.
He just doesn’t know whether the system has a judgment value for the number of readings of a paper. If it does, he will have to wait a few days to verify his guess.
Lu Zhou shook his head with a headache.
This part of the work can even be published as a separate paper.
If it is just for publicity, it does not necessarily have to be published in a journal...
After the paper is published, people or research units paying attention to this field will receive an alert (similar to a reminder). If nothing else, someone somewhere in the world should already be reading his article.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
…
If it is just for publicity, it does not necessarily have to be published in a journal...
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
For papers that prove the Polignac-Lu theorem, the review period is obviously much longer.
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
He is more than 90% sure of its accuracy, because his habit is to rigorously check every conclusion and repeatedly scrutinize all possible errors.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
Lu Zhou shook his head with a headache.
Of course, although this formula is now called Theorem 1 in his paper, it may not be long before the mathematical community generally accepts his proof process, and this theorem may be upgraded to the "Continental Theorem" Something like that.
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
He is more than 90% sure of its accuracy, because his habit is to rigorously check every conclusion and repeatedly scrutinize all possible errors.
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
As for publicity.
In fact, Lu Zhou had been thinking about what the system's criteria for determining task completion would be.
However, the system did not give him time to think about this problem.
The champagne was bought two months ago just for this moment.
However, the review period for such major mathematical conjectures generally takes a long time.
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
However, the system did not give him time to think about this problem.
Lu Zhou let out a sigh of relief when he saw the upload completion pop-up window popping up on the web page.
It had been a long time since he last came back here, so Lu Zhou even felt a little uncomfortable coming into this place this time.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
"system."
It had been a long time since he last came back here, so Lu Zhou even felt a little uncomfortable coming into this place this time.
After completing the paper proving Goldbach's conjecture, Lu Zhou spent three days organizing the paper onto his computer and converting it into a PDF file. He then logged into the official Arxiv website and uploaded the paper.
As for this paper on the proof of Goldbach's conjecture, Lu Zhou wrote a total of fifty pages, and at least half of it was spent discussing the theoretical framework he built for the entire proof.
The only drawback may be that it conflicts with the submission principles of some journals and conferences. For example, uploading papers before the deadline may violate double-blind rules, etc. However, Lu Zhou doesn't care about these things very much now, and he trusts the journals that accept manuscripts. , and don't care about the minutiae.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
Rubbing his sore eyebrows, he looked at the calendar placed on the corner of the table.
The champagne was bought two months ago just for this moment.
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
However, the review period for such major mathematical conjectures generally takes a long time.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
To a large extent, his review cycle depends on others' interest in and acceptance of the theoretical framework he proposed.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
[Congratulations to the host, the mission is completed!]
Arxiv, which has no peer review process, is undoubtedly the fastest option!
One is correctness.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
Then, a line of text came into his eyes.
Lu Zhou shook his head with a headache.
It had been a long time since he last came back here, so Lu Zhou even felt a little uncomfortable coming into this place this time.
Then, a line of text came into his eyes.
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
The other is to make it public!
Then, a line of text came into his eyes.
After taking a deep breath, Lu Zhou stood up from the chair.
However, the system did not give him time to think about this problem.
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
He just doesn’t know whether the system has a judgment value for the number of readings of a paper. If it does, he will have to wait a few days to verify his guess.
However, the system did not give him time to think about this problem.
Lu Zhou let out a sigh of relief when he saw the upload completion pop-up window popping up on the web page.
Lu Zhou let out a sigh of relief when he saw the upload completion pop-up window popping up on the web page.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
In this way, it will be considered public, right
Soon he will be able to verify his guess...
"system."
The sky outside the window is bright.
After the paper is published, people or research units paying attention to this field will receive an alert (similar to a reminder). If nothing else, someone somewhere in the world should already be reading his article.
"system."
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
If it is just for publicity, it does not necessarily have to be published in a journal...
Arxiv, which has no peer review process, is undoubtedly the fastest option!
The champagne was bought two months ago just for this moment.
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
He just doesn’t know whether the system has a judgment value for the number of readings of a paper. If it does, he will have to wait a few days to verify his guess.
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
Soon he will be able to verify his guess...
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
Sitting in front of the computer, while waiting for a cup of coffee, Lu Zhou closed his eyes, took a deep breath, and whispered quietly.
However, the review period for such major mathematical conjectures generally takes a long time.
From the time he came to Princeton in February to now, he has spent almost half of his time in this ten-square-meter house. Except for driving to the supermarket to buy groceries, he has basically never left the house.
"system."
This part of the work can even be published as a separate paper.
In fact, Lu Zhou had been thinking about what the system's criteria for determining task completion would be.
In this way, it will be considered public, right
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
The only drawback may be that it conflicts with the submission principles of some journals and conferences. For example, uploading papers before the deadline may violate double-blind rules, etc. However, Lu Zhou doesn't care about these things very much now, and he trusts the journals that accept manuscripts. , and don't care about the minutiae.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
At the same time, you can also know whether your thinking is correct.
When proving the twin prime number theorem, Lu Zhou did not use a particularly novel theory. He only innovated the topology method mentioned in the paper published by Professor Zelberg in 1995. Those who have studied this paper People can quickly understand what work he has done.
When he opened his eyes again, he saw pure white.
"system."
Even though his group construction method has been reflected in the proof of the twin prime number theorem, the element of magic modification makes it far away from the scope of the sieve method. Even if the reviewer is a great person like Deligne, it will not work. It took a lot of time to come to the final conclusion.
…
It had been a long time since he last came back here, so Lu Zhou even felt a little uncomfortable coming into this place this time.
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
If it is just for publicity, it does not necessarily have to be published in a journal...
Walking to the translucent holographic screen, he reached out and pressed the taskbar with a hint of trepidation.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
Similar to this is Chen's theorem N=P1+P2·P3, and a series of theorems about P(a, b).
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
etc…
One is correctness.
Soon he will be able to verify his guess...
The only drawback may be that it conflicts with the submission principles of some journals and conferences. For example, uploading papers before the deadline may violate double-blind rules, etc. However, Lu Zhou doesn't care about these things very much now, and he trusts the journals that accept manuscripts. , and don't care about the minutiae.
[...Obviously, we have Px (1, 1) ≥ P (x, x^{1/16})-(1/2)∑Px (x, p, x)-Q/2-x^(log4) … (30)]
That is, given a sufficiently large even number N, there are prime numbers P1 and P2 that satisfy N=P1+P2.
And what he didn't understand the most was that since the system's database contained huge amounts of data, it must come from an advanced civilization—at least this civilization was more developed than the civilization on Earth.
Lu Zhou walked into the kitchen humming a tune and got himself some food. He even took out a bottle of champagne from the refrigerator, opened the bottle cap and poured it for himself.
In this way, it will be considered public, right
At the same time, you can also know whether your thinking is correct.
Even though his group construction method has been reflected in the proof of the twin prime number theorem, the element of magic modification makes it far away from the scope of the sieve method. Even if the reviewer is a great person like Deligne, it will not work. It took a lot of time to come to the final conclusion.
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
Walking to the translucent holographic screen, he reached out and pressed the taskbar with a hint of trepidation.
…
It had been a long time since he last came back here, so Lu Zhou even felt a little uncomfortable coming into this place this time.
etc…
When he opened his eyes again, he saw pure white.
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
Arxiv, which has no peer review process, is undoubtedly the fastest option!
The other is to make it public!
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
Having reached the last step, he was no longer so anxious.
This part of the work can even be published as a separate paper.
At this moment, Lu Zhou suddenly realized a problem.
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
That is, given a sufficiently large even number N, there are prime numbers P1 and P2 that satisfy N=P1+P2.
He just doesn’t know whether the system has a judgment value for the number of readings of a paper. If it does, he will have to wait a few days to verify his guess.
However, the review period for such major mathematical conjectures generally takes a long time.
That is, given a sufficiently large even number N, there are prime numbers P1 and P2 that satisfy N=P1+P2.
If the system does not respond to you, does it mean that your analysis of the conditions for task completion is wrong, or does it mean that there is a problem with your paper itself
In two days, he will reorganize the paper, solve the formatting problems, make it look more comfortable, and then submit it to the "Annual Review of Mathematics".
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
After passing nearly fifty pages of paper, he continued to write in the place where he fell asleep before finishing yesterday.
After all, the contributor is no longer an unknown person, but the winner of the Cole Prize in Number Theory. The academic achievement reported is not some unknown work, but Goldbach's conjecture in the eighth question of Hilbert's 23 questions, one of the crown jewels in the world of analytic number theory after the Millennium Problem!
What worried him the most was the $5,000 club card, which he hadn't even used a few times.
However, the system did not give him time to think about this problem.
The so-called Theorem 1 is the mathematical expression of Goldbach's conjecture defined in his paper.
For nearly half a year since receiving that mission, he has been challenging Goldbach's conjecture.
A beep sounded like the sound of nature.
Having reached the last step, he was no longer so anxious.
The paper that proved Wiles's paper on the proof of Fermat's Last Theorem was reviewed by six reviewers at the same time. Lu Zhou didn't know how many big guys his paper would be reviewed by, but he thought there should be no fewer than four. Bar
However, the system did not give him time to think about this problem.
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
Soon he will be able to verify his guess...
As for publicity.
It took three years for Perelman's paper to prove the Poincaré conjecture to be recognized by the mathematical community. Mochizuki Shinichi's proof of the ABC conjecture was mixed with a lot of "mysterious terminology", and the review threshold was to at least understand it. The "Cosmic Epoch Theory" is just an introduction, so no one has finished reading it until now, and it is difficult to predict the future.
He is more than 90% sure of its accuracy, because his habit is to rigorously check every conclusion and repeatedly scrutinize all possible errors.
Then, a line of text came into his eyes.
When he opened his eyes again, he saw pure white.
Of course, although this formula is now called Theorem 1 in his paper, it may not be long before the mathematical community generally accepts his proof process, and this theorem may be upgraded to the "Continental Theorem" Something like that.
[Congratulations to the host, the mission is completed!]
If he completes the proof of a theorem, but no one recognizes his work for ten or even decades, does it mean that his task will be stuck for that long
A beep sounded like the sound of nature.
Without discussing the motivation for its existence, Lu Zhou felt that systems from advanced civilizations would not refer to the opinions of "indigenous" people when determining whether a problem has been solved.
As for this paper on the proof of Goldbach's conjecture, Lu Zhou wrote a total of fifty pages, and at least half of it was spent discussing the theoretical framework he built for the entire proof.