Scholar’s Advanced Technological System

Chapter 70 Proof of Zhou's Thoughts!

After a short delay at Old Tang's place, the ark came out of the staircase classroom and was immediately surrounded by a group of junior high school girls.

Well, actually, there are some pupils next to them, but seeing so many girls, I'm not ashamed to squeeze them in.

“Senior, how did you learn to count? I find it hard to count. Is there any learning experience to teach me? ”

“Brother, have you heard that our country has a policy of research and bonus points? Isn't that right? Or do you have to get the Higher Education Cup..."

“Big Brother, are you still competing next year? Are there any more teammates? I'll write a thesis! I've got the best defense in high school! First prize! ”

“Brother Xuebao, do you have a microsignal? Can you add me?"

In the face of this problem like a bead cannon, the ark was stunned.

I know I'm handsome, but you don't have to be so enthusiastic.

I'm sorry...

It took me a long time to get rid of my pupils and sisters and walk in the direction of the library behind a laptop boat.

Chen Yushan has been re-establishing his government for several days. Ji, mainly on the back, didn't come to the library.

Luckily, the Ark hasn't had time to talk to her for two days.

Although the system printed the proof method in his mind, it would take a lot of work to sort out the validation process that was enough to write three or four pages of A4 paper.

Essentially, to be able to understand one's own proof process, one has to digest it first.

The last piece of paper may not be as simple as the three or four pages given by the system, but it may be doubled.

Besides, mathematics is not the direction of Old Tang's research, this time nobody gave him the paper. If you want to pass a draft, you have to dedicate 120 points to restoring every obscure detail in the certification process given by the system, so that academic editors can't find out what's wrong!

[Discussion of Mason number distribution patterns and proof of Zhou's speculation]

Abstract This paper studies the Mason number distribution pattern, demonstrating that when 2 ^ (2 ^ n) < P < 2 ^ (2 ^ (n +1)), MP has 2 ^ (n +1) -1 is prime number established. This argument proves that when P2 ^ (2 ^ (n +1)), Mp has 2 ^ (n +2) -n-2 prime numbers.

The body section starts with a space, and the ark jumps directly to the references and quickly knocks down a line of text.

[Cited: Law of distribution of Mason numbers [J]. Zhou Haizhong. Journal of Yixian University (Natural Science Edition) .1992 (04)]

Literature to cite, that's all.

Over the past two decades, countless mathematics enthusiasts and researchers of mathematics have repeatedly sought to validate this theorem, but none have succeeded. Even Mr. Zhou himself, who made this assumption, after so many years of drilling, could not give a proper proof of this assumption.

And the charm of mathematics is here, and Apple hangs over everyone's head, whether they're mathematicians or math enthusiasts, and they can see that tempting redness. Just wait for a tall man to come and pick it up with his toes up.

Left the keyboard with both hands, the ark picked up the paper and pen.

He who enters the state completely forgets the outside world and even forgets himself.

The only piece of paper in the world.

Infinite primes are magnified infinitely beneath his nib, and are bound infinitely in a row of expressions. Staggered numbers and symbols converge into a spell, weaving magic that describes the truth of the universe.

Time goes by.

A piece of paper laying flat on the desktop gradually filled the table in front of the ark.

Lunch, lunch.

The fellow examiner next to him stretched his lazy waist and was about to get up to dine in the dining room. Suddenly he noticed the piece of draft paper that the ark was laying on the table, and the line of formula on the paper, his face suddenly squeezed.

What kind of question is that?

Forget it. So many drafts?

Looks pretty young, looks like an undergraduate student, but is there such a difficult math issue at the undergraduate level?

Looking at it, he could probably see that it was a mathematical problem, but looking down, he didn't really understand it. On the one hand, the handwriting of the draftsmanship of the ark is really dragon flying phoenix dance, and on the other hand, he is not this research direction. He understands a little bit about mathematics, but only knows some fur.

Just as he was curious, ready to ask what he was proving, he suddenly noticed the title of the document on that laptop, right in the middle of the screen ——

Proof of Zhou's guess?!

Curiosity disappeared instantly.

Oh, it turns out he's crazy.

“Another mathematical fool. ”

He spat in his heart and the fellow examiner left without saying a word, picking up his backpack.

Although he is not in this direction, it does not mean that he knows nothing about it.

For two decades, mathematicians around the world, as long as they have studied the direction of mathematics, have more or less studied the special prime numbers of Mason, Twin, and Fermaceutical, which, after all, are the key to the difficult problems of the century. And as long as Mason counts are studied, they basically try to prove Zhou's speculation.

But has one man ever succeeded?

Stop picking apples, not even a ladder or a stool!

If it's your undergraduate certificate, it's a ghost!

An ark completely immersed in that row of formulas is naturally impossible to notice the psychological activity of a passers-by behind it. Don't say that the wind is blowing, even the passage of time, hunger in the belly, is lost in that line of formula.

I don't know when it started, he's used to this unhealthy way of learning...

By the time the ark had written the last line of formula, the sky outside the window had completely darkened.

Take a long breath, he leaned against the chair and felt the whole person undressed.

On the one hand, it's tiring.

On the other hand, hungry.

“I can't believe I forgot something so important about eating... it looks like I'm really fixing a fairy to go to the valley. ”

The difficulty of this paper is much greater than that of the previous Optimal Inversion Theory of Linear Operators and Linear General Letters, and the academic value is not at all on a scale. Good thing the core work is done, though, and the rest of the work is to sort these drafts out onto A4 paper, put them on the computer, and finish the entire paper.

Rubbing his stomach, the ark was about to get up and put away the draft paper on the table.

However, at this point, he was suddenly placed on a draft paper in the corner, with a list of numbers that attracted attention.

“Huh?”

Softly, the ark picked up the pen, circled a few numbers on the draft paper, and rearranged them.

Two sets of data, arranged, happen to be twins.

The ark frowned and the tip lit a little on the draft paper.

Write down two lines of formula.

But it was soon cut off again.

The famous Polynyak guesses that for all natural numbers k, there are infinite multiple prime pairs (p, p +2k). And when k = 1, it's a twin count guess. Meanwhile, the study of the distribution pattern of Mason numbers, in a sense, also provides an idea for solving the problem of the infinite number of twins.

At the moment of reverting to Zhou's speculation, he seemed to have discovered something.

I pinched my eyebrows and the ark felt a little headache.

No, I have no idea...

That moment of inspiration, in a blink of an eye, missed the opportunity, it's hard to grasp.

MMP!

This argument is certainly not played by the average person.

“System, give your master some inspiration. ”

The ark shouted silently in its heart, but the system did not respond.

Ok.

It seems that the question of the direction of solving the problem lies similarly outside the scope of the system's answer.

“Class, it's closing. ”

It was only then that the Ark realized that the librarian's aunt was standing beside the table. Looking back at the inn, the entire library seemed to have only one student left.

“Ah, excuse me, I'll pack.” The ark laughed with regret and reached out to pack the draft on the table.

He won't be able to hold on any longer.

Why don't you go out and eat something first?