I really just want to be a scholar
Chapter 594 Please continue to solve more jubilee math problems!
Chapter 594 Please continue to overcome more millennium math problems!
Before Kiyoki University held a formal press conference the next day, the media circles frantically reported this far-reaching academic event.
For the international media, the press release is naturally written long ago. At this time, the press release of "Qin Ke's defense failed, the Riemann conjecture has not been cracked" was directly stuffed into the shredder, and another more detailed one was replaced. "Qin Ke successfully passed the IMU review, and the proof of Riemann's conjecture is a foregone conclusion!" "Just add some screenshots from the live broadcast room.
The domestic news media is more direct, most of them have not prepared the manuscript of Qin Ke's failed defense at all - anyway, if he really fails, most of the media will not find it boring to report, on the contrary, they have written several Special reports of different styles, from Riemann's talk to Riemann's conjecture, to several papers by Qin Ke, and the academic significance of the proven Riemann's conjecture and its influence on the mathematical community, etc.
These special reports appeared very timely, and indeed aroused the interest of domestic readers.
After all, in China, the reputation of Riemann's conjecture is several grades lower than that of Goldbach's conjecture. If it is not for Qin Ke's celebrity halo, I am afraid that the popularity among ordinary people will be even lower.
As a result, a piece of news was released quickly and dominated the headlines of major news websites and paper media, and also attracted countless hits, and the traffic of major websites skyrocketed!
"Qin Ke, a young mathematician in my country, successfully solved the top mathematical problem Riemann's conjecture and was recognized by IMU" - so formal, it seems that it was published by a serious media such as "Xia Guo Youth Daily".
"Qin Ke brings the "Riemann-Qin Theorem" to the top of the world's mathematics! "
"A young mathematician in Xia who is only 20 years old has created a mathematical miracle that no one can match! "
"He, took off the most dazzling pearl in the mathematics world again!" "
"The Riemann Hypothesis Proves, Is Qin Ke Still Far From the Fields Medal?" "
——These more attractive and unique headlines are naturally published by various academic media including "Xia Guo Academic Journal".
Fortunately, we are now in the age of electronics. If it is the era of print media, it is estimated that Luoyang paper will be more expensive.
Even the evening news on CC1 that night had an urgent break in a piece of news:
"There is another good news for the Chinese mathematics community. At 16:50 this afternoon, the Riemann conjecture expert jury sent by the International Mathematical Union IMU formally voted after nearly two hours of questions. The unanimous vote approved the recognition of the young mathematician Qin Qin in our country. Ke proved the academic achievement of the Riemann conjecture. The world-class problem that has plagued the international mathematics community for more than 200 years has since become a new theorem. It is reported that this is the third world that Qin Ke proved this year after the hail conjecture and Goldbach conjecture The first-level conjecture marks that the outstanding mathematicians in my country's mathematics field have come to the forefront of the world..."
This is the Nth time that Qin Ke's name and photo appeared on the evening news, and the hundreds of millions of viewers sitting in front of the TV remembered the young mathematician's name again.
For a while, Qin Ke and "Riemann's conjecture" became the words that appeared most frequently in the mouths of the people across the country. I don't know how many people lamented that "children should be like Qin Ke".
In Yuanzhou, Qin Ke's grandfather Shen Tieshan opened a bottle of wine with Professor Shi Cunyuan and Lin Haibo as an exception to celebrate Qin Ke's great academic achievement, and he blushed.
All employees and technicians of Lime Technology's head office, Beijing branch, and Lime Plant Cultivation Laboratory gathered together to celebrate the big boss's ascension to the top of mathematics honor.
In the small town of Qingping, Qin Ke's house was already full of guests, and countless neighbors came to congratulate him, almost breaking the threshold.
Although most of the town’s residents don’t know what the Riemann’s conjecture is, since the evening news broadcast has reported it, it must be a remarkable achievement, not to mention that all the leaders of the town have come to greet Qin Ke’s family with care and care.
There are also some parents of students who will take the college entrance examination next year, begging for some stationery, pens, rulers, and even erasers from Qin Ke's childhood, saying that they want to go back and use them as amulets for their children to take with them on the day of the college entrance examination next year, making Qin Yanghui and Chen Qiuyi dumbfounded.
And Qin Xiaoke didn't go home because he lived in Yingyuan Private High School, but he was also surrounded by countless classmates with all kinds of envy and pursuit.
The little girl crossed her slender waist, and said triumphantly in the crowd: "It's nothing to solve a Riemann conjecture, everyone, don't praise my brother, after all, for my brother, a world-class conjecture is just so easy." A piece of cake..."
Of course, some people are happy and others are sad.
A large number of mathematicians from all over the world who study Riemann's conjecture toss and turn sleepless nights.A great mathematical conjecture is proved, which means that the mathematicians who tried to prove it before are "unemployed", and can only stuff their efforts into the shredder with tears in their eyes.
But disillusionment also means rebirth. When a great mathematical theorem is born, there will be countless new academic achievements worthy of research and promotion. After a short period of depression, these mathematicians devoted their energy to the more than 1000 newly established theorems .
In addition, the great potential of Riemann's academic works demonstrated by Qin Ke in proving Li's guess also attracted countless mathematicians to re-excavate Riemann's "academic heritage" and strive to complete Riemann's missing notes.
All of these promote the prosperity of the mathematics circles at home and abroad.
In short, overnight, Qin Ke's name resounded in every corner of the world's mathematics world. Even those stubborn old mathematicians who despise the ancient eastern countries in the world have to admit that Xia Guo has produced a great mathematician. Family.
There are even fanatical fans who blatantly named Qin Ke a god on the Internet, thinking that Qin Ke is the greatest mathematics god in the past ten years, and the most outstanding mathematics master after the geometrical algebra emperor Grothendieck.
Amidst the hustle and bustle, the Clay Institute of Mathematics in the United States also issued a notice on its official website, officially acknowledging that Qin Ke has solved the Riemann Hypothesis, one of the seven mathematical millennium problems they proposed, and will Present this year's "Clay Research Award" to Qin Ke and pay a $100 million bounty.
The Clay Institute of Mathematics is a mathematical academic research institution headquartered in Cambridge, Massachusetts. It is a non-profit public welfare organization established more than 20 years ago.
Its founder combination is very interesting, one is the wealthy businessman Langdon Clay, and the other is Professor Arthur Jeff, a mathematician at Harvard University.
Money is a man, so the institute is named after Langton Clay.
Landon Clay is a businessman with a passion for mathematics. Although he failed to achieve any outstanding results in mathematics, he firmly believes that mathematical knowledge is of great value and can greatly promote the progress of human civilization and society. Distinguished mathematics professor Arthur Jeff co-founded the Clay Institute.
Moreover, he was very intelligent. In 2000, shortly after its establishment, he selected the most difficult and most meaningful seven mathematical problems with reference to the 1900 problems proposed by Hilbert in 23, and set them as the "Seven Millennium Problems". ", and a huge reward totaling 700 million U.S. dollars was thrown.
In 2000, 700 million US dollars was considered a large amount of money. You must know that the Breakthrough Prize in Mathematics has not yet been established. It caused a great sensation in the world, coupled with the fame of the original seven mathematical problems, the Clay Institute was quickly known to the mathematics community and even ordinary people.
Now the Poincaré conjecture among the seven millennium problems has been proved by Grigory Perelman, a mathematician in Xiongguo, and the Riemann conjecture is the second proven millennium conjecture.
The staff of the Clay Research Institute called Qin Ke across the ocean the next morning:
"Congratulations on your successful proof of Riemann's conjecture, Professor Qin Ke, we are going to invite you to visit our institute and participate in the 'Riemann's conjecture special report meeting' we plan to hold at Oxford University, and we will give you an award on the spot This year's 'Clay Research Award', and a $100 million bounty prize."
The Clay Research Award is not a very powerful award. It is inferior to the Ramanujan Prize and the Cole Prize in Number Theory, but because it is a purely academic award, it has a much higher status than the Humboldt Research Award.
Although it can't be counted into the five awards required by the system's "Please continue to harvest more mathematics awards" task, it is still very beneficial for Qin Ke to get this award and the reward. After all, so far, He will be the first mathematician to receive the Millennium Problem Prize.
——Grigory Perelman, who proved the Poincaré conjecture, has a strange personality. He refused to take the bonus, and he didn't even receive the Fields Medal. Instead, he went to the mountains and forests to continue studying his own mathematics.
Qin Ke asked; "What time is it?"
"This can be decided by you, because this is an academic symposium specially held for you."
Qin Ke looked at the schedule, and it was scheduled for mid-October.
"Okay, the specific invitation letter will be sent to you by email after the venue is confirmed tomorrow. I wish you a happy life."
Winning the Clay Research Award is undoubtedly the icing on the cake, but for Qin Ke, neither the Clay Research Award nor the $100 million bonus is as pleasant as the system's notification tone.
"Ding dong! You have successfully proved the Riemann conjecture, and the last group of the most difficult expressions was completed by you alone. The 'grades make me progress' system evaluates 'grades' as 'S+ grade', 'grades make me improve' The function takes effect, your math points +10000!"
Qin Ke's heart was beating wildly. As expected of the most difficult top-level number theory conjecture, the system actually awarded 10000 academic points!
You must know that for proving the Goldbach conjecture and the Hailstone conjecture, the system only combined the task rewards, giving a total of 2000 math points—of course, in addition to the academic points, that task also has a more luxurious gift with inestimable value , the S-level knowledge "Uncovering the Hodge Conjecture" is enough.
Accompanied by the system's notification sound, Qin Ke clearly saw the progress bar of the mathematics upgrade taking a step forward.
"Mathematics level: Grandmaster level, next level: God of mathematics level, upgrade progress: 22115/100000."
It is a little closer to the "God of Mathematics" level.
Qin Ke was happy, and the system's notification sounded again:
"Ding! You have a new mission to learn God!"
"Ding dong! The task of learning the gods is updated 'Please continue to solve more millennium math problems'!"
"④ Please continue to overcome more millennium mathematical problems: Goldbach's conjecture is just an appetizer, and Riemann's conjecture is not the end. There are still important unsolved problems on the road of human mathematics. Please continue to work hard to overcome the Huo Odd conjecture, Navier-Stokes equation, NP-complete problem, Yang-Mills existence and mass gap, any four of BSD conjectures!"
"Attention, because you have obtained S-level knowledge "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation 'Navier-Stokes Equation'" Part 10000, Part [-], Part [-] and "Revealing the Hodge Conjecture", you can solve this Two questions can be included in the task, but no extra points can be awarded, and the remaining three questions can get [-] math points."
"Mission reward: S knowledge "A New Program for the Unification of Mathematical Theory"!"
"Please work hard to reach the pinnacle of human mathematics!"
Qin Ke was a little dumbfounded when he saw this task. Want to solve any four of the remaining seven math problems of the millennium?
Well, the algebraic geometry problem of "Hodge's conjecture" and the problem of "Navier-Stokes equations" are fairly sure because of the system knowledge in hand, but which of the remaining three is not as difficult as Riemann guessed?
The "NP-complete problem" can be regarded as a math + computer algorithm problem, but it cannot be solved by relying on modern advanced supercomputing and even artificial intelligence. It can only be solved by the wisdom of mathematicians.
"Yang-Mills Existence and Quality Gap" and "Navier-Stokes Equation" are both interdisciplinary problems of physics and mathematics, and are related to the general solution of partial differential equations, but the former belongs to Mathematics+ Quantum mechanics, the latter is mathematics + fluid mechanics.
The "BSD conjecture", that is, the Behe and Swinton-Dell conjecture, is a problem in the field of number theory, and in more detail, it is a conjecture in the direction of Diophantus.Countless masters of number theory turned to the BSD conjecture after hitting a wall on the Riemann conjecture before, but they hit their heads again and broke their blood. It is conceivable that the difficulty is so high.
But after thinking about it seriously, Qin Ke found that it was not impossible to solve these millennium problems.
His level of computer is not the best in the world, but he is definitely a master, not to mention the mathematical algorithm, "NP complete problem" can try one or two.
"Yang-Mills Existence and Mass Gap Problem" is to find the general solution of nonlinear partial differential equations, and the goal is to describe the physical laws behind all particles in a mathematical framework.Quantum mechanics is also a new direction of Qin Ke's current efforts, and the subject of cooperation with Professor Coppert from Deguo is related to quantum theory.As for nonlinear partial differential equations, after deriving the fifth set of expressions of Riemann's conjecture and proving Goethe, Qin Ke has become a top expert in this field.
Both Qin Ke and Ning Qingyun are very familiar with and good at number theory, but neither of them has studied in depth the Diophantine subdivision field to which "BSD conjecture" belongs, but they have a solid foundation in number theory, so "BSD conjecture" may not necessarily It is rare to go to heaven.
Qin Ke thought for a while, and finally decided that the meal should be eaten bite by bite, and the problems had to be solved one by one.
(End of this chapter)
Before Kiyoki University held a formal press conference the next day, the media circles frantically reported this far-reaching academic event.
For the international media, the press release is naturally written long ago. At this time, the press release of "Qin Ke's defense failed, the Riemann conjecture has not been cracked" was directly stuffed into the shredder, and another more detailed one was replaced. "Qin Ke successfully passed the IMU review, and the proof of Riemann's conjecture is a foregone conclusion!" "Just add some screenshots from the live broadcast room.
The domestic news media is more direct, most of them have not prepared the manuscript of Qin Ke's failed defense at all - anyway, if he really fails, most of the media will not find it boring to report, on the contrary, they have written several Special reports of different styles, from Riemann's talk to Riemann's conjecture, to several papers by Qin Ke, and the academic significance of the proven Riemann's conjecture and its influence on the mathematical community, etc.
These special reports appeared very timely, and indeed aroused the interest of domestic readers.
After all, in China, the reputation of Riemann's conjecture is several grades lower than that of Goldbach's conjecture. If it is not for Qin Ke's celebrity halo, I am afraid that the popularity among ordinary people will be even lower.
As a result, a piece of news was released quickly and dominated the headlines of major news websites and paper media, and also attracted countless hits, and the traffic of major websites skyrocketed!
"Qin Ke, a young mathematician in my country, successfully solved the top mathematical problem Riemann's conjecture and was recognized by IMU" - so formal, it seems that it was published by a serious media such as "Xia Guo Youth Daily".
"Qin Ke brings the "Riemann-Qin Theorem" to the top of the world's mathematics! "
"A young mathematician in Xia who is only 20 years old has created a mathematical miracle that no one can match! "
"He, took off the most dazzling pearl in the mathematics world again!" "
"The Riemann Hypothesis Proves, Is Qin Ke Still Far From the Fields Medal?" "
——These more attractive and unique headlines are naturally published by various academic media including "Xia Guo Academic Journal".
Fortunately, we are now in the age of electronics. If it is the era of print media, it is estimated that Luoyang paper will be more expensive.
Even the evening news on CC1 that night had an urgent break in a piece of news:
"There is another good news for the Chinese mathematics community. At 16:50 this afternoon, the Riemann conjecture expert jury sent by the International Mathematical Union IMU formally voted after nearly two hours of questions. The unanimous vote approved the recognition of the young mathematician Qin Qin in our country. Ke proved the academic achievement of the Riemann conjecture. The world-class problem that has plagued the international mathematics community for more than 200 years has since become a new theorem. It is reported that this is the third world that Qin Ke proved this year after the hail conjecture and Goldbach conjecture The first-level conjecture marks that the outstanding mathematicians in my country's mathematics field have come to the forefront of the world..."
This is the Nth time that Qin Ke's name and photo appeared on the evening news, and the hundreds of millions of viewers sitting in front of the TV remembered the young mathematician's name again.
For a while, Qin Ke and "Riemann's conjecture" became the words that appeared most frequently in the mouths of the people across the country. I don't know how many people lamented that "children should be like Qin Ke".
In Yuanzhou, Qin Ke's grandfather Shen Tieshan opened a bottle of wine with Professor Shi Cunyuan and Lin Haibo as an exception to celebrate Qin Ke's great academic achievement, and he blushed.
All employees and technicians of Lime Technology's head office, Beijing branch, and Lime Plant Cultivation Laboratory gathered together to celebrate the big boss's ascension to the top of mathematics honor.
In the small town of Qingping, Qin Ke's house was already full of guests, and countless neighbors came to congratulate him, almost breaking the threshold.
Although most of the town’s residents don’t know what the Riemann’s conjecture is, since the evening news broadcast has reported it, it must be a remarkable achievement, not to mention that all the leaders of the town have come to greet Qin Ke’s family with care and care.
There are also some parents of students who will take the college entrance examination next year, begging for some stationery, pens, rulers, and even erasers from Qin Ke's childhood, saying that they want to go back and use them as amulets for their children to take with them on the day of the college entrance examination next year, making Qin Yanghui and Chen Qiuyi dumbfounded.
And Qin Xiaoke didn't go home because he lived in Yingyuan Private High School, but he was also surrounded by countless classmates with all kinds of envy and pursuit.
The little girl crossed her slender waist, and said triumphantly in the crowd: "It's nothing to solve a Riemann conjecture, everyone, don't praise my brother, after all, for my brother, a world-class conjecture is just so easy." A piece of cake..."
Of course, some people are happy and others are sad.
A large number of mathematicians from all over the world who study Riemann's conjecture toss and turn sleepless nights.A great mathematical conjecture is proved, which means that the mathematicians who tried to prove it before are "unemployed", and can only stuff their efforts into the shredder with tears in their eyes.
But disillusionment also means rebirth. When a great mathematical theorem is born, there will be countless new academic achievements worthy of research and promotion. After a short period of depression, these mathematicians devoted their energy to the more than 1000 newly established theorems .
In addition, the great potential of Riemann's academic works demonstrated by Qin Ke in proving Li's guess also attracted countless mathematicians to re-excavate Riemann's "academic heritage" and strive to complete Riemann's missing notes.
All of these promote the prosperity of the mathematics circles at home and abroad.
In short, overnight, Qin Ke's name resounded in every corner of the world's mathematics world. Even those stubborn old mathematicians who despise the ancient eastern countries in the world have to admit that Xia Guo has produced a great mathematician. Family.
There are even fanatical fans who blatantly named Qin Ke a god on the Internet, thinking that Qin Ke is the greatest mathematics god in the past ten years, and the most outstanding mathematics master after the geometrical algebra emperor Grothendieck.
Amidst the hustle and bustle, the Clay Institute of Mathematics in the United States also issued a notice on its official website, officially acknowledging that Qin Ke has solved the Riemann Hypothesis, one of the seven mathematical millennium problems they proposed, and will Present this year's "Clay Research Award" to Qin Ke and pay a $100 million bounty.
The Clay Institute of Mathematics is a mathematical academic research institution headquartered in Cambridge, Massachusetts. It is a non-profit public welfare organization established more than 20 years ago.
Its founder combination is very interesting, one is the wealthy businessman Langdon Clay, and the other is Professor Arthur Jeff, a mathematician at Harvard University.
Money is a man, so the institute is named after Langton Clay.
Landon Clay is a businessman with a passion for mathematics. Although he failed to achieve any outstanding results in mathematics, he firmly believes that mathematical knowledge is of great value and can greatly promote the progress of human civilization and society. Distinguished mathematics professor Arthur Jeff co-founded the Clay Institute.
Moreover, he was very intelligent. In 2000, shortly after its establishment, he selected the most difficult and most meaningful seven mathematical problems with reference to the 1900 problems proposed by Hilbert in 23, and set them as the "Seven Millennium Problems". ", and a huge reward totaling 700 million U.S. dollars was thrown.
In 2000, 700 million US dollars was considered a large amount of money. You must know that the Breakthrough Prize in Mathematics has not yet been established. It caused a great sensation in the world, coupled with the fame of the original seven mathematical problems, the Clay Institute was quickly known to the mathematics community and even ordinary people.
Now the Poincaré conjecture among the seven millennium problems has been proved by Grigory Perelman, a mathematician in Xiongguo, and the Riemann conjecture is the second proven millennium conjecture.
The staff of the Clay Research Institute called Qin Ke across the ocean the next morning:
"Congratulations on your successful proof of Riemann's conjecture, Professor Qin Ke, we are going to invite you to visit our institute and participate in the 'Riemann's conjecture special report meeting' we plan to hold at Oxford University, and we will give you an award on the spot This year's 'Clay Research Award', and a $100 million bounty prize."
The Clay Research Award is not a very powerful award. It is inferior to the Ramanujan Prize and the Cole Prize in Number Theory, but because it is a purely academic award, it has a much higher status than the Humboldt Research Award.
Although it can't be counted into the five awards required by the system's "Please continue to harvest more mathematics awards" task, it is still very beneficial for Qin Ke to get this award and the reward. After all, so far, He will be the first mathematician to receive the Millennium Problem Prize.
——Grigory Perelman, who proved the Poincaré conjecture, has a strange personality. He refused to take the bonus, and he didn't even receive the Fields Medal. Instead, he went to the mountains and forests to continue studying his own mathematics.
Qin Ke asked; "What time is it?"
"This can be decided by you, because this is an academic symposium specially held for you."
Qin Ke looked at the schedule, and it was scheduled for mid-October.
"Okay, the specific invitation letter will be sent to you by email after the venue is confirmed tomorrow. I wish you a happy life."
Winning the Clay Research Award is undoubtedly the icing on the cake, but for Qin Ke, neither the Clay Research Award nor the $100 million bonus is as pleasant as the system's notification tone.
"Ding dong! You have successfully proved the Riemann conjecture, and the last group of the most difficult expressions was completed by you alone. The 'grades make me progress' system evaluates 'grades' as 'S+ grade', 'grades make me improve' The function takes effect, your math points +10000!"
Qin Ke's heart was beating wildly. As expected of the most difficult top-level number theory conjecture, the system actually awarded 10000 academic points!
You must know that for proving the Goldbach conjecture and the Hailstone conjecture, the system only combined the task rewards, giving a total of 2000 math points—of course, in addition to the academic points, that task also has a more luxurious gift with inestimable value , the S-level knowledge "Uncovering the Hodge Conjecture" is enough.
Accompanied by the system's notification sound, Qin Ke clearly saw the progress bar of the mathematics upgrade taking a step forward.
"Mathematics level: Grandmaster level, next level: God of mathematics level, upgrade progress: 22115/100000."
It is a little closer to the "God of Mathematics" level.
Qin Ke was happy, and the system's notification sounded again:
"Ding! You have a new mission to learn God!"
"Ding dong! The task of learning the gods is updated 'Please continue to solve more millennium math problems'!"
"④ Please continue to overcome more millennium mathematical problems: Goldbach's conjecture is just an appetizer, and Riemann's conjecture is not the end. There are still important unsolved problems on the road of human mathematics. Please continue to work hard to overcome the Huo Odd conjecture, Navier-Stokes equation, NP-complete problem, Yang-Mills existence and mass gap, any four of BSD conjectures!"
"Attention, because you have obtained S-level knowledge "Exploration and Detailed Explanation of the Nonlinear Partial Differential Equation 'Navier-Stokes Equation'" Part 10000, Part [-], Part [-] and "Revealing the Hodge Conjecture", you can solve this Two questions can be included in the task, but no extra points can be awarded, and the remaining three questions can get [-] math points."
"Mission reward: S knowledge "A New Program for the Unification of Mathematical Theory"!"
"Please work hard to reach the pinnacle of human mathematics!"
Qin Ke was a little dumbfounded when he saw this task. Want to solve any four of the remaining seven math problems of the millennium?
Well, the algebraic geometry problem of "Hodge's conjecture" and the problem of "Navier-Stokes equations" are fairly sure because of the system knowledge in hand, but which of the remaining three is not as difficult as Riemann guessed?
The "NP-complete problem" can be regarded as a math + computer algorithm problem, but it cannot be solved by relying on modern advanced supercomputing and even artificial intelligence. It can only be solved by the wisdom of mathematicians.
"Yang-Mills Existence and Quality Gap" and "Navier-Stokes Equation" are both interdisciplinary problems of physics and mathematics, and are related to the general solution of partial differential equations, but the former belongs to Mathematics+ Quantum mechanics, the latter is mathematics + fluid mechanics.
The "BSD conjecture", that is, the Behe and Swinton-Dell conjecture, is a problem in the field of number theory, and in more detail, it is a conjecture in the direction of Diophantus.Countless masters of number theory turned to the BSD conjecture after hitting a wall on the Riemann conjecture before, but they hit their heads again and broke their blood. It is conceivable that the difficulty is so high.
But after thinking about it seriously, Qin Ke found that it was not impossible to solve these millennium problems.
His level of computer is not the best in the world, but he is definitely a master, not to mention the mathematical algorithm, "NP complete problem" can try one or two.
"Yang-Mills Existence and Mass Gap Problem" is to find the general solution of nonlinear partial differential equations, and the goal is to describe the physical laws behind all particles in a mathematical framework.Quantum mechanics is also a new direction of Qin Ke's current efforts, and the subject of cooperation with Professor Coppert from Deguo is related to quantum theory.As for nonlinear partial differential equations, after deriving the fifth set of expressions of Riemann's conjecture and proving Goethe, Qin Ke has become a top expert in this field.
Both Qin Ke and Ning Qingyun are very familiar with and good at number theory, but neither of them has studied in depth the Diophantine subdivision field to which "BSD conjecture" belongs, but they have a solid foundation in number theory, so "BSD conjecture" may not necessarily It is rare to go to heaven.
Qin Ke thought for a while, and finally decided that the meal should be eaten bite by bite, and the problems had to be solved one by one.
(End of this chapter)
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