When Faltins called, Qin Ke was watching a movie at home with Ning Qingyun. He motioned for Ning Qingyun to continue watching, and walked to the balcony and replied: "Yes, we mainly watch movies with Lime Tsunami.

It was calculated using the Storm Flow Cycle Algorithm. It’s a new medicine in an old bottle. It’s not a great achievement, so I just thought about investing it in “New Advances in Mathematics”…”

Faltings interrupted in a tone of hatred that iron cannot be transformed into steel: "This is the 'Yang-Mills equation'! Seven major mathematical problems of the millennium! Even if it can be solved using your original lime tsunami storm flow circulation algorithm

, it is still a major achievement that can shock the entire international mathematics community! Please be sure to continue to send it to our "Annals of Mathematics"!"

"But this year we have sent more papers to the "Annual Review of Mathematics"..."

"No more, no more, just a few articles is nothing! Your paper on the general solution of n-s equations was finally published in the Journal of Mathematics. I have always deeply regretted this..." Faltings was only halfway through speaking, and his mobile phone

He was snatched away, and then the voice of Mr. Oliver came from the other side:

"Academician Qin Ke, this is Oliver. I heard that you solved the general solution problem of the 'Yang-Mills equation'? I suggest that it is better to publish it in our Journal of Mathematics. Although the general solution problem is only a mathematical problem, the 'Yang-Mills equation'

The Mills equation itself, like the n-s equation, plays a decisive role and influence in the world of physics. If you publish your paper in Acta Mathematica, it will undoubtedly increase your chips in competing for the Nobel Prize in Physics."

For the last sentence, Mr. Oliver lowered his voice very low.

As the editor-in-chief of Acta Mathematica and an academician of the Royal Swedish Academy of Sciences, it is actually not legal for Mr. Oliver to say such a thing. After all, he is also qualified to participate in the voting for the Nobel Prize in Physics. Such a reminder

The suspicion of "favoritism".

But he really cares about and recognizes the academic achievements of Qin Ke and Ning Qingyun. In addition, he is in a place like Xia State where "the mountains are high and the emperor is far away", and he is using Faltings' mobile phone, so he is a bit "breaking the rules"

"Speak out such a prompt.

Although his last sentence was spoken very softly, Faltings, Professor Tao and Professor Linden-Strauss all heard it.

The three of them looked at each other, and Faltings spread his hands helplessly and said to Oliver: "You win."

He then said to the other end of the phone: "Academician Qin, you should submit this paper to the Journal of Mathematics."

Obviously, between the academic futures of "Annals of Mathematics" and Qin Ke and Ning Qingyun, Mr. Faltings chose the latter.

Qin Ke did not expect this. He only remembered this after hearing what Oliver and Faltings said. Although he thought that it would not be difficult to win the Nobel Prize in Physics for cracking the mystery of the n-s equation, but the two

Qin Ke was very touched that the old gentleman thought so much about him and Ning Qingyun.

"Thank you Mr. Oliver and Mr. Faltings. We will submit the paper to Acta Mathematica."

Faltings added: "You're welcome, if you have any papers on pure mathematics this year, such as the Hodge conjecture that you said you were studying before, and we can give priority to our "Annals of Mathematics", I will

It will be very satisfying.”

Professor Tao smiled and said: "Academician Qin, I don't care where you submit your paper, I just want to see the paper as soon as possible. Although I have not studied the 'Yang-Mills equation' in depth, I am very grateful for your youth."

You have a very in-depth understanding of the Tsunami Storm Flow Cycle Algorithm, and I am very curious about how you solve the 'asymptotic freedom' problem!"

"No problem. After we complete the submission, we will upload it to arxiv as soon as possible. Please wait for us for a few minutes."

…

A few minutes later, a paper titled "Determining the general solution of the "Yang-Mills equation" using the quadratic optimized Lime Tsunami Storm Flow Circulation Algorithm" was quietly uploaded to arxiv, and then posted on the arxiv website administrator's full page.

When the website was announced and pinned to the top, it was quickly transformed into a radio wave signal, which spread to every corner of the world at the speed of light, once again stirring up countless waves!

Among the seven major problems of the millennium, "Yang-Mills' existence and quality gap" should be ranked lower because it sounds "unforgettable" and difficult to understand, even worse than "Yang-Mills' existence and quality gap".

The "Riemann Hypothesis" is much more difficult to understand. At least the description of the "Riemann Hypothesis" is "a conjecture about the zero-point distribution of the Riemann ζ function ζ(s)." Most people can roughly understand it even if they can't understand it. Oh, this

is a conjecture related to the distribution of prime numbers.

But "Yang-Mills' existence and mass gap" involves too many theories, including parity nonconservation, Yang-Mills theory, and Yang-Mills equations. What the hell are these? What about existence and mass gaps?

What the hell?

I believe that the vast majority of ordinary people cannot read, understand, or be interested.

Even those in academic circles, as long as they are not involved in mathematics circles or physics circles, most of them only hear the name of this conjecture and have no idea what it means.

But for the mathematical community, especially the physical community, the meaning of the "Yang-Mills equation" is by no means inferior to the "n-s equation"!

The ultimate goal of physics is consistent with the ultimate goal of mathematics, that is - "grand unification"!

Since the birth of "physics", physicists have been studying the laws behind various natural phenomena, and have summarized a bunch of laws about mechanics, acoustics, optics, heat, electricity, etc. To this day, such

The number of laws and theorems is already so numerous that people who study physics will be a little dizzy, and the professional subdivisions are becoming more and more detailed. In mechanics alone, there are more than a hundred subdivisions. And the cutting-edge quantum mechanics

, and its subdivision directions are even more numerous.

Many people can't help but think when they have a headache, how great it would be if a set of the most basic theories could be used to describe all known laws, theorems, and laws?

This chapter is not over, please click on the next page to continue reading! This is the original intention and the ultimate dream of physicists pursuing unification.

Mathematics is similar.

Throughout the history of the development of the disciplines of physics and mathematics, it is also a history of "if they unite for a long time, they must divide, and if they divide for a long time, they must unite" (a certain Three Kingdoms: ??? (black question mark face)).

In the history of physics, almost all the recognized great gods are those who left their names on the "Grand Unification", such as the rumored "One Cow, Two Loves and Three Wheat".

Newton introduced mathematics into the country of natural science with his book "Mathematical Principles of Natural Philosophy", and conquered all the forces in the sky and the earth at that time; Maxwell unified electricity, magnetism and light with his equations; this

The theories of these two great minds attribute the forces behind all known natural phenomena to gravity and electromagnetism.

And when Einstein was born, he used the special theory of relativity to integrate electromagnetic force, and used the general theory of relativity to digest gravity, taking a brilliant step towards the unification of physics. The only pity is that Einstein failed to integrate it.

The special theory of relativity and the general theory of relativity are completely unified, thereby realizing the seamless integration of gravity and electromagnetic force, and using one set of theories to explain all physical phenomena.

Later, with the advancement of science and technology, physicists suddenly discovered that in addition to gravity and electromagnetic force, there are actually strong force (strong interaction force) and weak force (weak interaction force). Physics thus entered the "gravity, electromagnetic force"

"Power, strong power, weak power" is a situation in which the four countries stand at the same level!

This is very troublesome. We all think that as long as we complete Einstein's unfinished work, we can achieve the unification of physics. Who knew that the two obstacles of "strong force" and "weak force" would appear?

Physicists had to start studying the strong and weak forces, but there were no big results. It was not until 1954 that Mr. Yang and Mills jointly published the great paper "Isospin Conservation and Isospin Gauge Invariance" and

"Conservation of isospins and a generalized gauge invariance" announced the birth of Yang-Mills theory.

This is a set of very basic but very effective physical theories. It is the basis of modern particle physics. It provides a unified framework for the strong interaction force, the weak interaction force and the electromagnetic force interaction. Its biggest feature is that it continues

He also carried forward Einstein's "research methods" and guided the development direction of cutting-edge science.

You must know that most physical theories are formed by conducting various experiments, measuring various data, analyzing the patterns in the data, and then forming a theory, and then mathematically completing the theory and data through mathematical formulas called "theorems and laws"

Correlation. That is, experiments lead to conjectures, conjectures form theories, and theories form symmetries.

——Some people may ask what symmetry is? This involves a very key mathematical theory "group theory". Simply put, symmetry is expressed by mathematical group theory "A symmetry group is a continuous group and

The situations of discrete groups are called continuous symmetries and discrete symmetries respectively." The German mathematician Will will apply this set of mathematical methods to physics, saying that "gauge symmetry is crucial to physics."

We don’t have to fully understand “symmetry”, we just need to know that symmetry is the core principle of the theory.

Most theories in classical mechanics, such as Newton's and Maxwell's theories, were derived using such traditional research methods.

But Einstein created a new model, which is to study symmetry, derive a theory, and then verify it through experiments-here, symmetry research becomes the core of determining the theory. This new research model was developed by

Theoretical physicists put forward predictions, and experimental physicists verified them. This is how the general theory of relativity came about. It equated the gravitational field to the curvature of space-time for the first time. It was not until September 2022 that the core principles of general relativity were finally

Accurate inspection shows that 107 years have passed since 1915, when Einstein proposed the general theory of relativity.

Going a step further, let’s return to the Yang-Mills theory. The Yang-Mills theory carries forward Einstein’s new model. It uses group theory as a tool to break symmetry, as well as theories such as gauge fields and spin characteristics.

A set of basic methodology is proposed, which can be used to predict undiscovered particles directly from the strong and weak force theories.

Although the Yang-Mills theory was not the reason why Mr. Yang won the Nobel Prize (the reason for winning the prize was parity non-conservation), it made a bunch of physicists who researched around it win the Nobel Prize.

Based on the Yang-Mills theory, Murray Gell-Mann proposed that protons and neutrons are composed of three quarks, and created quantum chromodynamics (qcd) to uniformly describe the structure of hadrons and the strong interactions between them.

Interaction, that is, a complete and unified description of "powerful force", won the Nobel Prize.

Weinberg, Glashow and Salam unified the theory of the weak interaction and electromagnetic interaction between elementary particles based on the Yang-Mills theory, and jointly shared the Nobel Prize in Physics.

Having said that, we can return to our protagonist - the "Yang-Mills equation". It is a set of extremely meaningful nonlinear partial differential equations that appear in Yang-Mills theory and have not been considered in mathematics.

It is the Euler-Lagrange equation determined by the Yang-Mills action. The four basic forces currently known in the physical world, in addition to gravity, the remaining electromagnetic force, strong force, and weak force can all be expressed in Yang-

Described by Mills' equation.

In other words, the mystery of the "Yang-Mills equation" is related to 75% of the unification of physics. In this sense, the Yang-Mills equation, together with Maxwell's equations and n-s equations, is known as "the most important thing in physics".

"Important System of Equations", it is not surprising.

So when the news spread that "Qin Ke and Ning Qingyun, the great mathematicians and physicists of the Xia Kingdom, worked together again to solve the general solution problem of the Yang-Mills equation three months after solving the problem of the general solution of the n-s equation."

You can imagine the sensation it caused in the mathematics community and even the physics community.

This chapter is not over yet, please click on the next page to continue reading! While most ordinary people are still confused and thinking "What the hell is this?", there are countless people in the mathematics and physics circles who don't even care about food.

I couldn't even sleep, so I rushed to arvix to read this great work that is destined to go down in history - although it is still far from completely solving the problem of "Yang-Mills' existence and quality gap".

The major international academic media produced eye-catching headlines almost as quickly as possible:

"The greatest young mathematicians of the Xia Dynasty teamed up to crack the "Yang-Mills equation" again!"

"Less than three months after the n-s equation was answered, the general solution to the "Yang-Mills equation" came out!"

"The whirlwind of mathematical miracles from Xia Kingdom is still sweeping the international physics community. Qin Ke and Ning Qingyun have become the most popular scientists this year!"

"Cheer and salute! He and she have made great contributions to mankind's understanding of the material origin of the world!"

"The pace of unification of physics has taken another solid step forward! The general solution of the "Yang-Mills equation" has been found!"

"Xia Kingdom, a magical country, gave birth to incredible great mathematicians and physicists!"

It can be said that the entire world of physics and mathematics has been turned upside down. However, when the leaders of Qingmu University contacted Qin Ke and Ning Qingyun in surprise and shock to confirm the matter, they found that their mobile phones

They were all on airplane mode, and only the mobile message assistant Wei Guang replied, "Master Qin Kezhu and Master Ning Qingyun have started their honeymoon, please don't disturb them!"

The leaders of Qingmu University collectively couldn’t laugh or cry.

In fact, Qin Ke and Ning Qingyun stayed at home during their so-called "honeymoon" and lived a "corrupt" life. They didn't go out to play, they just stayed together every day and did the things they loved, such as reading books.

Watch movies, watch Ultraman Tiga, or read some pregnancy and parenting manuals, looking forward to the birth of a new life in an intimate love.

The two have been together for several years, but Qin Ke found that he was becoming more and more obsessed with Ning Qingyun. In his eyes, everything about Ning Qingyun was the most beautiful, even every strand of hair.

The two of them have been together for the past few days. Ning Qingyun suppressed her shyness and cooperated with Qin Ke in various intimate actions, which made Qin Ke make new and beautiful discoveries every time.

After a week of this, the two reluctantly left Xingguang Mingyuan's new home and boarded a flight to Arada City, a city on the edge of the Taklimakan Desert. They planned to learn about the promotion of desert sweet potatoes and understand its impact on the real environment.
Chapter completed!