Brother guess is really a problem for the old tormenter.

In addition to the nearly 300 years of history in time, there is also the problem itself.

Whether it is the mathematicians who studied it in the past, or Chen Zhou now.

They all have a common feeling.

That is, you always feel close to it, but you can't pierce the last layer of window paper.

Always missed the kick in the door.

This is the case with Brown, who was the first to introduce the sieve method, as is Mr. Chen from Huaguo, and Professor Wang, who used the generalized Riemann hypothesis to establish and verify it.

When I did this, the impression was that the Goldbach conjecture might have a rudimentary proof, and that this proof was not too complicated.

This is also what many civil science have been looking for with hope.

It's just that the possibility of this situation is too small.

It does not mean that the primary certificate that the civil scientists hope for must not be available.

It's just that a mathematical problem, as the number of mathematicians trying this problem increases, more and more energy is expended.

The possibility of a less complex elementary proof for this mathematical problem is rapidly decreasing.

And for a mathematical problem like Gochai, which has been studied and tried for hundreds of years, this possibility is almost non-existent.

Otherwise, since Euler, so many mathematicians who have spent a lot of energy on Gochai are all fools?

Or are these mathematicians, including the god Euler, stupid when they study Gechai?

For example, if you want to use a simple elementary proof, you can solve the problem of Gechai.

That would be tantamount to you hammering Euler alone, plus all the people who have studied number theory in the past 300 years.

This level of difficulty is probably equivalent to single-handedly overthrowing all the armed forces of the United States.

Obviously, this is not possible.

In Chen Zhou's view, the solution of Gechai is still in mathematical tools.

Combined with the research of previous mathematicians, after really using every mathematical tool to the extreme.

The best result is the "1+2" obtained by Mr. Chen using the sieve method in the last century.

This also means that the sieving method has probably been exhausted, and there can be no more breakthroughs.

To prove the final "1+1", that is, the Goldbach conjecture itself.

You have to find new ways to do it.

Then, the choice of mathematical tools may not be a simple one.

Rubbing his somewhat swollen and aching head, Chen Zhou was not too discouraged.

At least, his method of distribution deconstruction is to take the road of merging multiple branches of mathematics.

Putting down the pen, Chen Zhou looked at the contents of the scratch paper.

"Riemann ζ function thing, it's really love-hate ......"

The reason why Chen Zhou expressed such an emotion was because the Riemann ζ function was also related to prime numbers.

When Riemann studied the Zeta function, he revealed its relationship to prime numbers.

The classic Riemann hypothesis in Hilbert's 23 questions, the Riemann conjecture, involves the Riemann Zeta function.

However, this thing is considered by many to be the most important unsolved problem in the whole of mathematics.

Because it is an unsolved problem, Chen Zhou wants to use the Riemann conjecture as the premise to prove the Riemann conjecture in disguise.

But I feel that this is just throwing one problem to another.

Treating the symptoms is not the root cause.

That's why Chen Zhou feels that this thing is both loved and hated.

In fact, there are not a few mathematicians who use the Riemann conjecture directly.

Otherwise, there would not be thousands of propositions waiting for the Riemann conjecture to be proved and then directly upgraded to theorems.

Shaking his head slightly, Chen Zhou finally rejected this idea.

Unless, he can prove the Riemann conjecture before proving Gochai.

But this, Chen Zhou felt that he was thinking about fart.

So, instead of leaving your destiny to someone else, it's better to take control of it yourself.

Glancing at the previous mathematical blueprint, Chen Zhou planned to start from the side.

First, improve the distribution deconstruction method, and try to integrate the content of algebraic geometry.

Then solve the problem in front of him, which has tormented him for so long.

The order in which we are in the plan is in order.

But in fact, when he was researching, Chen Zhou didn't plan to put his brother guess aside.

got up and moved briefly, and Chen Zhou, who was sitting at the desk again, opened the wrong question set.

The latest page of the collection of mistakes is full of all kinds of literature he has read about the proof of Gochai.

Seeing this scene, Chen Zhou suddenly had a big head.

How to put it, it's like that in the nearly 300 years of Gochai's research, none of the methods is absolutely correct.

However, on the other hand, how can there be a way not to dig deep in three hundred years?

Therefore, the answer to the solution of Gechai has returned to the origin of the problem.

That is, it requires a revolutionary new idea.

This method must overcome the difficulties you see.

Without thinking about it anymore, Chen Zhou began to look through the wrong question set in front of him.

Next to the set of mistakes is a prepared pen and paper.

Chen Zhou was like this, watching while combing through the literature recorded in the wrong question set.

This is also a necessary step for Chen Zhou every day, retrospectively organized.

Of course, the direction in this is too slim.

Because although Chen Zhou is constantly trying and making mistakes, when you try all the wrong.

That's the same as not trying.

Otherwise, Chen Zhou wouldn't have felt that Gechai was an old tormentor.

Nor do I want to change the research plan and bring the study of algebraic geometry and the improvement of distribution deconstruction to the front.

At one o'clock in the afternoon, Chen Zhou put down the pen in his hand again and looked at his watch.

"Damn!It's all a little bit?!"

After getting up hurriedly and cleaning up briefly, Chen Zhou ran out of the dormitory and went to the cafeteria to solve his lunch.

On the way, he was still refreshing the messages on his mobile phone, but fortunately Yang Yiyi didn't send a message.

Chinese restaurant, donburi rice.

This is Chen Zhou's lunch.

Speaking of which, this is the one that Chen Zhou accidentally discovered, and it tastes very similar to the rice bowl in a restaurant outside Maochang High School.

Because of this, it has become a restaurant that Chen Zhou often visits.

It seemed that he had expected Chen Zhou to come over, and as soon as the hotel owner looked at the door, he saw Chen Zhou coming in.

He smiled and asked, "Busy again?"

Chen Zhou replied with a smile: "It's too late again." ”

"It's okay, it's still a meal. The restaurant owner joked and asked, "Or is it a rice bowl with shredded pork with green peppers?"

Chen Zhou nodded: "As always, add some more snow cabbage to me." ”

The owner of the hotel replied, "Yes!"

Chen Zhou found a place to sit down, and looked at the message prompt on his phone again.

It's just that there is no news of Yang Yiyi, but I saw an unfamiliar email.

Clicking on the mailbox on his mobile phone, Chen Zhou glanced at it.

The eyebrows were subconsciously raised, and a smile appeared at the corner of his mouth.

"The award notice is finally here......"