Rule department scholar

Why are there so many twin primes in the three-dimensional tremor waveform?

That's the problem to solve.

If you are doing research on your own, it really takes a lot of work to solve this problem, but since you are in school, you can go out to find inspiration.

Zhao Yi went to visit Professor He Mingcheng the next day.

He Mingcheng did not have any achievements in the direction of number theory, but he also has some research on number theory. It is really a piece of cake to popularize the knowledge about twin prime numbers.

Zhao Yi came in with a gift, and was reprimanded by He Mingcheng, telling him not to bring anything next time.

He just smiled and nodded.

Next, He Mingcheng began to talk about twin prime numbers, and explained the relevant knowledge he knew, including various assumptions, analysis, and problems from various angles.

Now Zhao Yi's comprehension ability has indeed improved a lot. He can easily follow He Mingcheng's thinking. Even if he encounters some formulas and theorems that he has never heard of, he can write them down and continue to listen.

He Mingcheng was indeed very nice to Zhao Yi. He talked seriously for more than an hour. It didn't sound like much time, but he was the one who kept talking. He drank two cups of tea in the middle, and his physical and mental energy was still exhausted.

Zhao Yi felt a little tired. After going out, he checked his energy and found that he had consumed seventeen points.

Listening to the class for more than an hour consumes seventeen points of energy!

One can imagine!

How difficult it is to understand what He Mingcheng said.

Zhao Yi felt gratified that he had completely caught up with the train of thought, understood everything, and had some understanding of the basic knowledge of twin prime numbers, including some extended content.

Then, he went to the Faculty of Science.

In the School of Science of Yanhua University, there are several internationally renowned professors. Among them, Zhou Li is not conspicuous, but he is the youngest one.

Zhao Yi went to the office to find Zhou Li, and asked about the current ideas of proving twin prime numbers in the world.

The two simply had a direct discussion.

Zhou Li's main research content is complex geometric mathematics, such as hyperboloids and modular forms, and he is also good at knowledge related to differentiation.

Number theory is not his research direction.

But the field of number theory is the rarest and simplest in the mathematical system. As long as you are a mathematician, you can do some research.

Zhao Yi didn't think about asking Zhou Li to provide a proof method, but took out the three-dimensional tremor waveform diagram, and first told Zhou Li about the abnormal ratio of twin prime numbers in the verification of the two sets of prime number solutions.

Zhou Li became interested as soon as he heard it.

The two started a targeted discussion, from the basis of the twin prime conjecture, to the proof of the three-dimensional tremor waveform, and then expanded to some mathematical methods.

This discussion can easily complicate matters.

Zhou Li even ran out of the content of the geometric system to explain the law of numbers, just like the simple numbers from one to ten, he insisted on solving it with y=x to explain it.

The other teachers in the office listened carefully at first, but then simply continued to do their own things.

I don't understand, what should I do?

Hu Zhibin pushed open the door of the office, saw the discussion between Zhou Li and Zhao Yi, and stood by and listened, as if he wanted to find a free time to join in.

It was like seeing two people playing basketball on the street, and wanted to find a chance to strike up a conversation and play together.

then……

Hu Zhibin returned to his seat silently, and he found two people in the 'street bullfight', one named Kobe Bryant and the other named LeBron James.

----

Are you playing ball?

Hu Zhibin could only sigh again, "Fortunately! I came up with a good solution, otherwise, if Zhao Yi is going to attend the lectures, how can he teach!"

……

Zhao Yi and Zhou Li had a verbal battle for almost an hour.

It was a discussion at the beginning, and then it turned into a debate. The two had differences in understanding on the 'relationship between geometric figure solving and numbers', and finally almost slapped the table to quarrel.

Everyone else in the office didn't know what to do.

In the past to persuade?

I dont understand!

Don't go?

Professor Zhou Li looks very strong, but if he really wants to fight, he probably won't be Zhao Yi's opponent, right?

No one expected that in the end, Zhao Yi thanked Zhou Li very kindly, "Thank you, I have gained a lot!"

Zhou Li also nodded and said, "It's good if it helps you."

Peaceful?

After Zhao Yi left, Zhou Licai said, "His understanding of numbers is different from mine, and I stick to my point of view."

"But it's normal for every mathematician to have a different understanding. He encountered a problem in his research. Maybe arguing with me can give him a new idea?"

Zhou Li was not sure either.

In Zhou Li's understanding, Zhao Yi's research is a bit too profound, "[-]D Tremor Waveform Diagram" is really a wonderful function, there are many things to study in it, and it is not easy to study it thoroughly.

Until now, he has not fully understood the proof and shaping process of the three-dimensional tremor waveform diagram.

"It's not easy to come up with the results of this research. It may take one, two, or even a few years!"

Zhou Li silently estimated.

After arguing with Zhou Li for a while, Zhao Yi and Zhou Li came out with a clue. Zhou Li's view on numbers was actually very novel, at least it broadened his horizons.

"Explanation of numbers using complex graphic solutions of geometry?"

"It's like solving the three-dimensional tremor waveform diagram to find the law of prime numbers? To some extent, it is also correct."

Zhao Yi shook his head.

At least so far, he is still a little unacceptable to explain the numbers by solving functions. The three-dimensional tremor waveform diagram is only an extension of the Riemann conjecture.

Unless one day he can really find the law of prime numbers from the three-dimensional tremor waveform diagram, or create a function that contains all prime numbers, otherwise he cannot accept the point of view of explaining numbers by solving geometric graphics functions.

Of course.

Most importantly, he had a clue to prove it.

When he returned to the faculty dormitory, Zhao Yi began to enter the research mode, spending scientific research coins and learning coins to improve efficiency, and constantly writing and drawing on paper.

three days in a row.

Except for going out for dinner one day and going to the library to borrow books, he never took a step out of the dormitory. He even settled for meals hastily, or simply asked someone to help bring the meals.

This glorious and great job is of course entrusted to Qian Hong, a good lady.

Three days later in the morning, Zhao Yi walked out of the faculty dormitory, and happened to meet Qian Hong who was carrying breakfast in front of the door.

"Why did you come out?" Qian Hong asked in surprise.

"Yes, it's done."

"give up?"

Qian Hong said almost at the same time, and then she realized that she covered her mouth and said in surprise, "It's done? Are you done?"

"Yes?"

Qian Hong froze in place.

Before knowing that Zhao Yi was doing research on twin prime numbers, she had asked Qian Zhijin and the professors of the School of Science, and the answers she got were similar——

Zhao Yi needs at least one year to complete his research.

This is the fastest estimate!

For some complex mathematical problems, let alone one year, even if it takes three, five, ten, or eight years, it will be very good if the results can be produced.

Number theory, even more so.

The difficulty of number theory in mathematics is equivalent to the theoretical physics that wants to explain the world, and it is too difficult to produce results.

Countless geniuses and elites have invested the most precious time of their research careers in it, but most of them have achieved nothing.

Even if it is just a small project, it is extremely difficult to make a little progress.

just now……

Zhao Yi was bored in the dormitory for three days, and he said that his research was completed?

Qian Hong took a deep breath, leaned over and asked carefully, "Did you link the three-dimensional tremor waveform diagram with the twin prime number conjecture?"

Zhao Yi glanced at Qian Hong in surprise.

Qian Hong shrank her neck a little shyly, "I just asked about it. I heard it from Professor Qian. He didn't let me tell others. Don't worry, I didn't say anything."

Qian Zhijin...

Still a super eighth woman!

Zhao Yi secretly made contempt, but he didn't care. The main reason was that the news leaked out, and it didn't affect him at all. The Intelligence and Automation Laboratory was more worried about the exposure of the verification content.

He nodded gently, approved Qian Hong's conjecture, and added by the way, "Also, I proved a part of Daniel Goldstein's conjecture by the way."

"Daniel Goldstein?" Qian Hong had never heard of this name.

Zhao Yi explained, "He and other mathematicians proposed a conjecture about the interval between prime numbers a few years ago."

"A conjecture made a few years ago?" Qian Hong stuck out her tongue, "I've never heard of it, and it only proved part of it. It's useless, but no matter what, congratulations!"

"Thank you!"

Chapter 213 What should I do if I am a math master in the audience?

Twin primes are pairs of primes that differ by 2, such as 3 and 5, 5 and 7, 11 and 13, and so on.

The twin prime number conjecture was proposed by Hilbert in the report of the International Congress of Mathematicians in 1900, which can be described as follows -

There are infinitely many prime numbers p such that p + 2 is prime.

A pair of prime numbers (p, p + 2) is called a twin prime.

Once this conjecture was put forward, it became one of the world's mathematical problems and one of the classic conjectures in number theory.

Over the past century, countless mathematicians have conducted research on the twin prime number conjecture, and provided many proof ideas, one of which is to weaken the twin prime number conjecture, "Find a positive number such that there are infinitely many pairs of prime numbers The difference is less than this given positive number", in the twin prime number conjecture, this positive number is 2.

A few years ago, mathematicians represented by Daniel Godes put forward a conjecture, saying that "there are infinitely many pairs of prime numbers whose interval is less than 16".

This is the Daniel Goldes conjecture.

In the past three days, Zhao Yi was bored in the dormitory, researching the relationship between the two sets of prime number solutions of the three-dimensional tremor waveform diagram, and the relationship between twin prime numbers. He found out the reason why the waveform diagram has more twin prime number solutions, thus Draw the conclusion that 'waveform graph has infinitely many twin prime number solutions'.

In the process of reaching this conclusion, he proved by the way that there are "infinitely many pairs of prime numbers whose interval is less than 246", and the Daniel-Goldes conjecture is "there are infinitely many pairs of prime numbers whose interval is less than 16".

So Zhao Yi just said "proved part of the Daniel-Goldes conjecture", he didn't think it was very meaningful, because the Daniel-Goldes conjecture was proved, and it was not well-known in the field of number theory research. There is still a long way to go to prove the twin prime number conjecture.

For Zhao Yi, the most important thing is to study the relationship between the two sets of prime number solutions of the three-dimensional tremor waveform diagram and the twin prime numbers.

This is the root.

Anyway, the research was done, and he felt relieved, but the dissertation wasn't finished yet.

In fact, Zhao Yi could finish the thesis in one go, but he felt that the first day of class was also very important.

It feels weird to skip class on your first day of college.

In the morning, it is advanced mathematics.

There is no advanced mathematics in Zhao Yi's timetable, but he still thinks he should take it. It is so strange that there is no mathematics course in college.

After breakfast, he glanced at the class schedule recorded on his mobile phone and found room 302 of the Faculty of Science.

It's a good time to come.

Less than 5 minutes into the class, Zhao Yi felt depressed that breakfast was delayed. He observed at the door, thought for a while, and walked around quietly. When the teacher turned his head, he quietly walked in from the back door.

His footsteps are very light, few classmates noticed.

Enter the classroom and take a seat.

last row.

Class 100 and Class [-] of Biological Sciences take math class together. There are a total of [-] students in the two classes. It doesn’t seem too crowded in a large classroom. Many students sit in the front row, but some students sit in the back row .