After Qiu Hui'an and Ding Zhiqiang left, Wang Hao also began to think seriously.
Ding Zhiqiang's joking words just now brought a little inspiration value. The main core is a mathematical problem--
Riemann Hypothesis.
It is not easy to find the direction of the two-point five-dimensional topological state and the three-dimensional universe boundary demonstration. For such very difficult research, whenever you get inspiration, you should carefully grasp it and think about it.
Now I have only obtained a little inspiration, which shows that the Riemann Hypothesis is indeed a breakthrough.
but……
"It should have nothing to do with the Riemann Hypothesis."
"The Riemann Hypothesis is a big problem. If we are studying the Riemann Hypothesis, the task difficulty cannot be only S, it must be S+ level..."
“Starting from the Riemann Hypothesis, should we do the derivation of the ζ function, or what?”
Wang Hao wrote a few lines of equations related to the Riemann Hypothesis, and also drew graphics corresponding to the fluctuation points, and then stared at the equations and figures and thought carefully.
Riemann Hypothesis, one of the seven major mathematical problems of the millennium.
The eighth of Hilbert's twenty-three questions includes Riemann's conjecture, Goldbach's conjecture and the twin prime conjecture.
Among them, Goldbach's conjecture has been proven by Wang Hao in two ways, and the weakened form of the twin prime conjecture has also been proven. Only the Riemann conjecture has not made any progress.
However, the mathematical community recognizes that the Riemann Hypothesis is the most difficult.
Some problems related to prime numbers may seem very simple, while others may be very complicated.
Goldbach's conjecture and the twin prime conjecture are seemingly very simple problems, and there is no difficulty in understanding the problem itself; the Riemann conjecture is different. If you want to fully understand the content of the Riemann conjecture, a master's degree in mathematics is best.
Basic requirements.
The Riemann Hypothesis, also known as the Riemann Hypothesis, is a problem about the zero-point distribution of the Riemann zeta function ζ(s).
To simply understand, in the study of the analytic continuation of the corresponding complex plane of the Riemann function, there is a straight line (critical line) with Re(s)=1/2 on the complex plane, which contains all non-trivial zero points on the Riemann zeta function.
After the Riemann Hypothesis was proposed, many mathematicians studied the problem. Later, some mathematicians proposed that the Riemann Hypothesis is equivalent to the strongly conditional prime number theorem.
"The Riemann Hypothesis can be said to be the study of the Riemann zeta function, but the Riemann zeta function is too complex and specific."
"If you start from the Riemann Hypothesis, it is equivalent to starting from the Riemann function..."
Wang Hao continued to think.
The Riemann Hypothesis is not as well-known as Fermat's Hypothesis and Goldbach's Hypothesis, but its importance in mathematics is far higher than the latter two, and it is one of the most important problems in mathematics.
In today's mathematical literature, there are already more than a thousand mathematical propositions based on the establishment of the Riemann Hypothesis or its generalized form.
At the same time, there are also applications of the Riemann Hypothesis in theoretical physics.
For example, the Riemann Hypothesis and Fermat's Last Theorem have become the geometric topological carriers of M-theory that integrates general relativity and quantum mechanics.
Thinking from the perspective of application, it seems natural to start from the direction of the Riemann Hypothesis and study the boundary from 2.5D to 3D.
Wang Hao somewhat figured it out.
But it was still very difficult to do research. He thought about it all day long without making any progress.
Later, Wang Hao decided to do research with Qiu Hui'an.
"Teacher Wang, let's study the Riemann Hypothesis together?" Qiu Hui'an couldn't help but open his mouth in surprise when he heard what Wang Hao said.
At the same time, he also became very unconfident, "I... don't seem to be very good at it!"
Even though the proof of Legendre's conjecture has been completed, the difficulty of Riemann's conjecture, which is also a problem in the field of number theory, is not at the same level at all.
Wang Hao said, "It's not that we do research together, you do it yourself."
Now Qiu Hui'an was even more confused.
Wang Haodao, "My main direction is to start from the Riemann Hypothesis to explore the existence of the 2.5-dimensional topological structure in the three-dimensional space."
"You are doing research on the Riemann Hypothesis. I study theoretical physics, you study number theory, we complement each other..."
"this……"
Qiu Hui'an didn't know what to say. He really didn't have any confidence at all, but he could only agree. He was also thinking, "Is it Teacher Wang who wants to train me?"
"The Riemann Hypothesis problem is definitely unsolvable, but the process of thinking about such major mathematical problems can also bring great gains!"
Qiu Hui'an thought about it, and his heart was suddenly filled with gratitude.
In fact, Wang Hao didn't think that much at all. He just felt that if one more person studied together, he would have more inspiration. Maybe the research on the Riemann function could help find inspiration?
Next, Wang Hao began to do research with Qiu Hui'an.
After a few days, he found that there was almost nothing to gain.
Qiu Hui'an's research has not made any progress, but it focuses on the content of the Riemann function, which has nothing in common with his research.
When he encounters a problem or comes up with some ideas to study together, it seems to have nothing to do with his main research.
Wang Hao could only sigh and shake his head, looking at Qiu Hui'an with disappointment in his eyes, "Qiu Hui'an, it still doesn't work!"
"Alas~~"
Then he decided to find a professional who did dimensionality-related theoretical research, Paul Phil-Jones.
Wang Hao not only found Paul Phil-Jones, but also found Helen and Chen Mengmeng, that is, he asked them to form a quantum physics group and study together with him.
Recently, Paul Phil-Jones has been focusing on the demonstration of supersymmetry. When he heard Wang Hao talk about demonstrating the existence of three-dimensional space from the two-point-five-dimensional space, he immediately asked, "Do you have any ideas?"
Paul Phil-Jones certainly knows the importance of this issue.
If we can demonstrate the existence of 2.5-dimensional space in three-dimensional space, that is, the boundary problem of different dimensional spaces, we can connect it with the structure of photons to provide theoretical support for the generation of the speed of light.
Broadly speaking, it can even provide theoretical support for particle motion and material motion, that is, in-depth analysis of motion.
In the current discussion of photon architecture in the international physics community, many scholars know that they need to establish the existence of 2.5-dimensional space in three-dimensional space, but it is not easy to do it.
Even though Paul Phil-Jones has done research on the high-dimensional demonstration of string theory, he can't come up with any clues.
Wang Hao said affirmatively, "You can start thinking from the direction of Riemann Hypothesis."
"Riemann Hypothesis?"
"right."
Wang Hao only talked about the Riemann Hypothesis, but did not continue to talk about how to do research.
Paul Phil-Jones immediately thought of many questions, because he has done a lot of research on M-theory. The geometric topological carrier of M-theory is based on the Riemann Hypothesis and Fermat's Last Theorem.
He frowned and thought about it, feeling that it might be feasible to start from the direction of the Riemann Hypothesis.
"Let's study it together..."
In the following period, Paul Phil-Jones joined the research team and worked with Wang Hao on structural demonstration.
But their research still made no progress for a long time.
"Our arguments for the two-point five-dimensional topological structure are all mathematical descriptions from the side..."
"Unless you can relate the Riemann functions together through derivation, it takes too much luck."
Their research came to this conclusion.
It's like putting two completely related functions together, trying to find the relationship between the two, and exploring to solve a problem.
Connecting one function to another through the derivation of one function requires more than just mathematical research, it also requires a lot of luck.
Paul Phil Jones simply started research from the perspective of quantum physics, while Wang Hao continued to start from the Riemann function itself.
The two of them conducted research in two directions.
When there was no result for a long time, Paul Phil-Jones simply shook his head and said, "I think your idea is wrong."
"The Riemann Hypothesis has nothing to do with this argument. This should not be done in theoretical physics research..."
Before Wang Hao could say anything, Helen retorted directly, "No way, Paul, Teacher Wang must be right!"
"Yes, I believe Teacher Wang." Chen Mengmeng nodded firmly.
Qiu Hui'an, who had been doing research silently, said weakly, "If you think differently, then Teacher Wang must be right."
"..."
Paul Phil-Jones looked at Helen, Chen Mengmeng, and Qiu Hui'an, and suddenly thought of a question, "Should I also bring a few students?"
To be continued...