Scholar’s Advanced Technological System

When the inspiration comes, the pen can't stop, and even the stomach is not hungry.

Lu Zhou, whose whole body has been filled with spiritual food, only feels that he is all motivated. With the pen, he began to write a line of calculations on paper.

[There is a limit group g and g=p1a1p2a2···piai, where pi is a prime number and ai is a positive integer. Let p∈π(g) define deg(p)={q∈π(g)p~q)

The number of times deg(p) is p. Redefine c(g)=...

......

】

Time passed by, and the feeling of Wen Siquan did not stop for a moment.

This feeling is different from the last time.

The last inspiration was borrowed, but this time the inspiration was born by himself.

The nib is on the paper.

Unconsciously, five draft papers have been written.

After sorting out the steps and ideas, Lu Zhou licked his stomach and leaned against the chair to pull out the mobile phone.

I thought it didn't take long, and the result was shocked when I saw the time.

"Hold the grass, it’s five o'clock?!"

People are iron, rice is steel, and you don’t want to eat hungry, let alone he hasn’t eaten breakfast yet.

Lu Zhou eventually couldn't keep going. The canteen was not occupied by the schoolmates who were all in the green uniform. He quickly went to the cafeteria for dinner, and returned to work hard.

The time is half past six.

After returning from the outside class, Shi Shang walked in with the box of rice and saw Lu Zhou, who was screaming on the table, coughing curiously.

"Elbow, what are you doing? Graduate students still have homework?"

When it was counted in a key place, Lu Zhou did not look up and replied casually.

"write thesis."

At this time, Huang Guangming and Liu Rui also followed the box and entered the door.

Throwing the bag on the table, Liu Rui took out the professional class assignment, and Huang Guangming walked curiously to the back of the boat and looked at the paper.

This does not matter.

After reading it, I was forced.

"Hold the grass, the elbow, what you wrote, how can I not understand a word."

Hearing the voice of Xiao Yan, Shi Shang did not eat, and came over curiously.

"Holding the exaggerated exaggeration, Xiao Yan, I am not a freshman now, I am a junior, you can't read the process, the symbols can always understand... Grasp the grass, I did not admit it, this is a group theory. Ok... super class!"

Liu Rui, who is writing a professional class assignment, turns his pen and faces the various operations of the elbow. He has become more and more calm: "It is not a super-class. In the interdisciplinary elective course of the elective course, there is Li Qun Li algebra... but it has nothing to do with our number, unless you intend to transfer to theoretical physics."

Science transferred to science, that much can't open.

There is nothing to say about interest, not really interested, everyone is honestly going to the vast engineering department of money.

"I can't afford it." Huang Guangming shook his head and retreated.

"You must not be able to provoke, it is you who want to make a big news." Slap on the shoulder of Xiao Yan, and Shi Shang also retreated with a look of giving up treatment.

Lu Zhou: "...?"

......

Rome was not built in a day. A well-established theory requires not only the inspiration but also the accumulation of time.

For several days in a row, Lu Zhou was almost always in the library during the day, and went back to the bedroom at night to continue his research.

Occasionally, he still has to take time to reply to Professor Frank's e-mail. Although there is no new data coming from the cern, there is a need to calculate the work of perfecting the theory.

Every day, Lu Zhou is quite fulfilling.

Although it seems incomprehensible to others, he himself is happy.

In the second week of September, on a sunny morning, Lu Zhou, who was sitting in the library, stretched out and looked at the more than ten pages of paper in front of him. He felt a sigh of relief.

"Finally got it!"

When the sensitivity is exhausted, all the work is paving the moment when the inspiration comes. And when he really figured out the solution to this problem, finding the exit of the maze seemed to be in front of his eyes.

Everything is in the water.

At this moment, Lu Zhou’s mood can’t be said to be pleasant.

It is not only because it solves another mathematical problem, it is precisely because of solving this mathematical problem, let him have a deeper understanding of group theory, and on this basis, he has developed a new set of mathematical methods.

And this discovery is even more exciting than solving the mathematical conjecture itself.

Hilbert once commented that Fermat's Great Theorem is a chicken that will lay golden eggs, not because the hen has fed a large number of mathematicians, nor because this hen has given many journals a chance to publish water papers. But because many novel mathematical methods are derived from the study of logarithm problems.

Inspired by the Fermat problem, Kummer introduced the concept of ideal numbers and found the only decomposition theorem that decomposes the number of a circular domain into an ideal prime factor. This theorem has been promoted today by Didekin and Kroneeck. To the arbitrary algebraic domain, it occupies a central position in the theory of modern numbers, and its significance has gone far beyond the scope of number theory to go deep into the field of functional theory of algebra.

Lu Zhou’s work at the Princeton Conference was the same. Applied topology supplemented the screening theory and subtly solved the twin prime conjecture.

The original sieve theory has been applied to the extreme by Mr. Chen, and the theory of number theory generally believes that in order to solve the "11" form of Goldbach's conjecture, it is necessary to seek new methods.

But now it seems that there have been some turning points, and the sieve theory is worthwhile to continue to dig deeper.

And this, even in 1995, Professor Zebeck, who first introduced the principle of topology into the sieve theory, was unexpected.

This is the value of number theory.

Lu Zhou also completed this work when he solved the Polygnac conjecture, and found a unique solution path for this conjecture.

This new method has become "the whole structure research method of group theory", referred to as "group structure method".

Using the group theory method, the problem of infinity is studied from the whole, and the "k=1" form is extended to "k is the infinite natural number", which thoroughly proves that "for all natural numbers k, there are infinite pairs of prime numbers (p, P2k)" The proposition.

It may be a sentence or two, but if you want to explain this solution in detail, you may need several large blackboards.

It took a whole day to organize all the processes on the computer and convert them into pdf format.

Looking at the finished product on the screen, Lu Zhou finally checked it twice and nodded with satisfaction.

"Just write it here."

As for the detailed theory of group construction, there are actually many things that can be written, even summed up, which is longer than the proof process itself.

But that part is not the focus of this paper.

So far, the Polignac conjecture has proved.

Although it seems that it only promotes the twin prime guess to the form of prime distance infinity, the difficulty is only known to him.

Lu Zhou thought about it and added a line at the end of the paper.

[... Due to space reasons, the detailed theory of "group structure" will be explained in detail in the next paper. 】

Re-format, compress upload.

Goal, Mathematics Yearbook!