Chapter 567 main topic
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Niao Shi Lang
Chapter 567 main topic
After finally being able to communicate with Jiang Cheng, the most outstanding scientist, these people certainly will not let go of such a good opportunity.
Even some students from the school came to Jiang Cheng to ask for his autograph. It seems that there are quite a few Jiang Cheng fans here.There is no way that Jiang Chengcheng is too well-known, and there are basically few people in the world who have not seen his face.
And Jiang Cheng's handsome face is so unforgettable, people who saw him recognized him at a glance.
In this way, Jiang Cheng dealt with all kinds of people all the way, and slowly walked towards Ruo's destination.
After Lu had dealt with many Bo people, they finally reached the place where the academic report was given.
Professor Su Leiman led Jiang Cheng all the way into a conference room, which is the main venue of the International Congress of Mathematicians.
The main academic reports will be held here, and of course there are some small branch venues where several academic reports will be held at the same time.
However, the attention of those sub-venues is much lower than here, and there are all places where young mathematicians show themselves.
These branch venues are generally relatively small and there are very few people who go there, far less than the number of people who come here to watch.
As soon as Jiang Cheng walked into the conference room, he attracted the attention of all the people present, and in an instant Jiang Cheng became the focus of the entire conference hall.
Sitting in this meeting room are some of the best mathematicians in the world. After the purpose of their visit today
That is to listen to Jiang Cheng's academic report.
When Jiang Cheng came to the conference room, the International Conference of Mathematicians officially started.
First, the rotating chairman of the International Union of Mathematicians came to the stage and delivered an opening speech. The elderly mathematician reviewed the development of the mathematics field in the past four years, and then looked forward to the future.
After the rotating chairman finished his opening speech, the conference will enter today's main topic.
Jiang Cheng slowly walked to the top of the podium. After standing firmly, he first glanced down Ruo, and he saw mathematicians from all over the world sitting densely.
Those people all had expressions of anticipation on their faces, looking forward to Ruo Jiangcheng's next academic report.
Facing everyone's attention, Jiang Cheng seemed very relaxed, without any tension at all.
If the average person encounters the current situation, it may be very good to be able to stand firm.It is very difficult to be able to have no sense of tension at all like Jiang Cheng.
In this way, Jiang Cheng started his academic report today in a relaxed state.
What I want to talk about today is about the Riemann Hypothesis, which is also the topic of today's academic report. "
Riemann Hypothesis I think I don’t need to introduce it to you in detail here. Everyone here must know the relevant content of Riemann Hypothesis very well, so I won’t waste everyone’s time here.
Standing on the podium, Jiang Cheng talked eloquently with a calm expression on his face, and he looked very energetic and full of incomparable confidence.
The topic of his academic report today is the discussion on the Riemann Hypothesis, which is also a topic specially requested by the organizers of the conference.
The Riemann Hypothesis has been the hottest issue in mathematics recently, and discussions related to it can be seen everywhere.
Therefore, the organizer of the conference asked Jiang Cheng to talk about this aspect, tell everyone about his own research process, and share the ideas and directions for proving the Riemann Hypothesis.
I'm sure you've all seen that paper, the paper on the Riemann Hypothesis. "
Next, I will briefly tell you how I proved the Riemann Hypothesis. "
Jiang Cheng slowly began to tell everyone about his thesis, introducing the content of the thesis.
However, what he said was very brief, and he did not explain in detail in many places.
The process of proof also omits a lot of steps, and basically just roughly said the framework of the proof process.
It is normal for Jiang Cheng to adopt such a brief introduction method. His thesis is very complicated for ordinary people, but it is not too difficult for the mathematicians present.
These mathematicians can understand Jiang Cheng's thinking as long as Jiang Cheng briefly talks about it.
Moreover, these people have basically read Jiang Cheng's papers, and have a certain understanding of what he explained.
That's the beauty of talking to smart people, they can understand you without having to say it clearly.
It never takes much effort to talk to smart people, which is why Jiang Cheng likes to communicate with smart people.
He doesn't have to struggle to explain a lot of things, and he can let the other party understand what he thinks.
The group of mathematicians at the scene can be regarded as the smartest group of people in the world, so Jiang Cheng didn't need to waste any effort in explaining to them.
It is for this reason that Jiang Cheng speaks so briefly, so there is no need to worry that the people below will not understand what he is talking about.
That is to say, Jiang Cheng's academic reports are all mathematicians. If another person came to listen, I'm afraid I couldn't understand a word of what Jiang Cheng was saying, as if he was listening to a scripture.
The above is all the content of the paper. From this we can draw a conclusion that the Riemann hypothesis is completely established in mathematics, so the Riemann hypothesis has been proved.
Soon Jiang Cheng finished his thesis and introduced his ideas for proving the Riemann Hypothesis.
When Jiang Cheng said that he finished his proof process in a general way, there was sudden warm applause at the scene.
The mathematicians sitting below all slapped themselves like themselves, giving Jiang Cheng the loudest applause.
These applause are the affirmation of Jiang Cheng's achievements, and they also offer the highest respect to Jiang Cheng.
The Riemann hypothesis has plagued the entire mathematical community for 150 years.
In the course of these 150 years, countless mathematicians have risked their youth and sweat on the road to prove the Riemann hypothesis.
It is a pity that none of these people have reached the final destination, and there is no way to successfully prove the Riemann Hypothesis.
Riemann's hypothesis is like a girl wearing a veil, which looks very exciting but has a strong sense of mystery.
After Fermat's last theorem was proved, the Riemann hypothesis became the most important problem in mathematics.
As long as the solution can be successfully solved, mathematics will be able to develop by leaps and bounds.
It's a pity that so many years have passed, and still no one can prove it.
This problem even made the Clay Mathematics Research Institute offer a reward of 100 million US dollars, just to make mathematicians pay more attention to this problem.
It can be seen how much the entire mathematics community hopes that someone can solve this problem. This is an expectation of the entire mathematics community.
Today, someone has finally solved this problem and accomplished what countless mathematicians are most looking forward to.
(End of this chapter)
After finally being able to communicate with Jiang Cheng, the most outstanding scientist, these people certainly will not let go of such a good opportunity.
Even some students from the school came to Jiang Cheng to ask for his autograph. It seems that there are quite a few Jiang Cheng fans here.There is no way that Jiang Chengcheng is too well-known, and there are basically few people in the world who have not seen his face.
And Jiang Cheng's handsome face is so unforgettable, people who saw him recognized him at a glance.
In this way, Jiang Cheng dealt with all kinds of people all the way, and slowly walked towards Ruo's destination.
After Lu had dealt with many Bo people, they finally reached the place where the academic report was given.
Professor Su Leiman led Jiang Cheng all the way into a conference room, which is the main venue of the International Congress of Mathematicians.
The main academic reports will be held here, and of course there are some small branch venues where several academic reports will be held at the same time.
However, the attention of those sub-venues is much lower than here, and there are all places where young mathematicians show themselves.
These branch venues are generally relatively small and there are very few people who go there, far less than the number of people who come here to watch.
As soon as Jiang Cheng walked into the conference room, he attracted the attention of all the people present, and in an instant Jiang Cheng became the focus of the entire conference hall.
Sitting in this meeting room are some of the best mathematicians in the world. After the purpose of their visit today
That is to listen to Jiang Cheng's academic report.
When Jiang Cheng came to the conference room, the International Conference of Mathematicians officially started.
First, the rotating chairman of the International Union of Mathematicians came to the stage and delivered an opening speech. The elderly mathematician reviewed the development of the mathematics field in the past four years, and then looked forward to the future.
After the rotating chairman finished his opening speech, the conference will enter today's main topic.
Jiang Cheng slowly walked to the top of the podium. After standing firmly, he first glanced down Ruo, and he saw mathematicians from all over the world sitting densely.
Those people all had expressions of anticipation on their faces, looking forward to Ruo Jiangcheng's next academic report.
Facing everyone's attention, Jiang Cheng seemed very relaxed, without any tension at all.
If the average person encounters the current situation, it may be very good to be able to stand firm.It is very difficult to be able to have no sense of tension at all like Jiang Cheng.
In this way, Jiang Cheng started his academic report today in a relaxed state.
What I want to talk about today is about the Riemann Hypothesis, which is also the topic of today's academic report. "
Riemann Hypothesis I think I don’t need to introduce it to you in detail here. Everyone here must know the relevant content of Riemann Hypothesis very well, so I won’t waste everyone’s time here.
Standing on the podium, Jiang Cheng talked eloquently with a calm expression on his face, and he looked very energetic and full of incomparable confidence.
The topic of his academic report today is the discussion on the Riemann Hypothesis, which is also a topic specially requested by the organizers of the conference.
The Riemann Hypothesis has been the hottest issue in mathematics recently, and discussions related to it can be seen everywhere.
Therefore, the organizer of the conference asked Jiang Cheng to talk about this aspect, tell everyone about his own research process, and share the ideas and directions for proving the Riemann Hypothesis.
I'm sure you've all seen that paper, the paper on the Riemann Hypothesis. "
Next, I will briefly tell you how I proved the Riemann Hypothesis. "
Jiang Cheng slowly began to tell everyone about his thesis, introducing the content of the thesis.
However, what he said was very brief, and he did not explain in detail in many places.
The process of proof also omits a lot of steps, and basically just roughly said the framework of the proof process.
It is normal for Jiang Cheng to adopt such a brief introduction method. His thesis is very complicated for ordinary people, but it is not too difficult for the mathematicians present.
These mathematicians can understand Jiang Cheng's thinking as long as Jiang Cheng briefly talks about it.
Moreover, these people have basically read Jiang Cheng's papers, and have a certain understanding of what he explained.
That's the beauty of talking to smart people, they can understand you without having to say it clearly.
It never takes much effort to talk to smart people, which is why Jiang Cheng likes to communicate with smart people.
He doesn't have to struggle to explain a lot of things, and he can let the other party understand what he thinks.
The group of mathematicians at the scene can be regarded as the smartest group of people in the world, so Jiang Cheng didn't need to waste any effort in explaining to them.
It is for this reason that Jiang Cheng speaks so briefly, so there is no need to worry that the people below will not understand what he is talking about.
That is to say, Jiang Cheng's academic reports are all mathematicians. If another person came to listen, I'm afraid I couldn't understand a word of what Jiang Cheng was saying, as if he was listening to a scripture.
The above is all the content of the paper. From this we can draw a conclusion that the Riemann hypothesis is completely established in mathematics, so the Riemann hypothesis has been proved.
Soon Jiang Cheng finished his thesis and introduced his ideas for proving the Riemann Hypothesis.
When Jiang Cheng said that he finished his proof process in a general way, there was sudden warm applause at the scene.
The mathematicians sitting below all slapped themselves like themselves, giving Jiang Cheng the loudest applause.
These applause are the affirmation of Jiang Cheng's achievements, and they also offer the highest respect to Jiang Cheng.
The Riemann hypothesis has plagued the entire mathematical community for 150 years.
In the course of these 150 years, countless mathematicians have risked their youth and sweat on the road to prove the Riemann hypothesis.
It is a pity that none of these people have reached the final destination, and there is no way to successfully prove the Riemann Hypothesis.
Riemann's hypothesis is like a girl wearing a veil, which looks very exciting but has a strong sense of mystery.
After Fermat's last theorem was proved, the Riemann hypothesis became the most important problem in mathematics.
As long as the solution can be successfully solved, mathematics will be able to develop by leaps and bounds.
It's a pity that so many years have passed, and still no one can prove it.
This problem even made the Clay Mathematics Research Institute offer a reward of 100 million US dollars, just to make mathematicians pay more attention to this problem.
It can be seen how much the entire mathematics community hopes that someone can solve this problem. This is an expectation of the entire mathematics community.
Today, someone has finally solved this problem and accomplished what countless mathematicians are most looking forward to.
(End of this chapter)
