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Chapter 253 Weak Goldbach Conjecture

On January 20, an international flight took off from Beijing and headed for the other side of the Pacific Ocean.

"Tsk, tsk, now you have even won the annual top ten economic figures award, which can only be won by those who are the wave of China's economic field." On the plane, Feng Lin said with envy.

As a major in international political and economic relations, Feng Lin naturally knew China's "Top Ten Economic Figures of the Year", much more than Liu Yichen.

Every time the winner is awarded the "Top Ten Economic Figures of the Year", it shows that the winner is a wave player in the Chinese economy that year. It can be said that the winner has a huge influence on the Chinese economy.

Some people even commented that they were parties to China's major economic events and economic phenomena that year. Their actions represented and embodied new concepts and trends, and foreshadowed the future trend of China's economy.

It can be said that this is a very important award in the economic field.

"That thing is just so-so, it's no big deal, I don't feel anything anyway!" Liu Yichen said with a shrug.

If there is anything about this award that makes Liu Yichen feel happy, it is that the system awarded 3,000 points, and that's it.

"You don't know the blessings when you are in the midst of blessings, look at your virtue!" Feng Lin said angrily, and then took out a stack of paper from her computer bag: "This is the article I revised during this period, please help me read it.

"

Liu Yichen took it and read it slowly. It was still an article about the Eastern European plains. If nothing else happens, after this article is published, Feng Lin will publish her first book.

He looked at it very seriously, and his mind kept thinking about what happened in the Eastern European Plains in the past 20 years, and what will happen in the Eastern European Plains in the next 10 years. Then he looked at it with reference, and the pen would also mark it, and put forward his own suggestions.

And what needs to be added.

In fact, the relationship between China, the United States, and Europe is the hot topic and mainstream of the country's political economy. The Eastern European plain is relatively unpopular, not even as good as the Middle East. The Middle East has a large amount of oil and many oil-producing countries.

, related to world politics and economy, and is also a hot research area.

As for the Eastern European Plain, it is estimated that it can only rank sixth or even seventh, and has no sense of existence.

However, Feng Lin's current research in this area is very likely to allow her to directly become a god in ten years. This kind of effort is worth it. Maybe ten years later, Feng Lin will be able to jump to the top with this series of articles.

As a world-famous international political economist, her articles will become bestsellers and become books that scholars and ordinary people rush to buy.

Otherwise, in this field, you have to work slowly and gain qualifications. You will basically not be able to get ahead before the age of forty. Like a mathematician, most of the achievements are made at the age of forty. After the age of forty, it is basically

Relying on your previous achievements, you will reap honors one after another, and your influence will continue to increase. For scholars in the field of political economy, forty is the age when you are just emerging. Even if you speak correctly before the age of forty, it will not matter.

What weight.

As before, the article is also divided into two versions: Chinese and English. After reading the Chinese version and then reading the English version, I have to say that during one semester at Princeton University, Feng Lin’s English level improved linearly, and writing a thesis was not that difficult.

What a pediatric mistake.

It took two hours to read the article. Just when I was about to say something, I found that Feng Lin was already sleeping.

He didn't say anything. Judging from this article, Feng Lin's level has improved relatively quickly. According to his previous plan, a series of articles about the Eastern European Plains can be published as a series of four books, covering the Eastern European Plains.

history, culture, economy, politics, nation, military, and predictions for the future.

It can be said that with him as a guiding light, this series of books will become a Bible-like existence ten years later, and people will rush to buy and study it.

Of course, it is impossible to just have these four books. In the future, we will use this as a template to study Europe, the Middle East, Southeast Asia, South Asia, South America, etc. It can be said that the future is promising.

Putting the folded manuscript into his computer bag, Liu Yichen took out his laptop and started typing out lines of code. He had previously handed it over to the personal tax app of Dahan Technology Group. At present, Dahan Technology Group has successfully reached a cooperation with the tax bureau to provide Dahan

Technology groups bring in a big chunk of revenue.

Now Liu Yichen is working on a small program. He wants to use this small program to browse the Internet and get some information he wants.

It wasn't until the laptop ran out of power that Liu Yichen turned off the laptop, then turned off the lights and began to close his eyes and rest.

It wasn't until the captain's announcement sounded that they woke up and arrived at Newark Airport in New Jersey.

After getting off the plane in order, Feng Lin found her car in the parking lot, and then Liu Yichen drove to Princeton.

Princeton University is still so quiet. Returning here, Liu Yichen abandoned the distractions outside and concentrated on mathematical research.

He currently has two research topics, one is about Goldbach's conjecture, and the other is about the 'standard conjecture'. However, both of them are now foggy, and Liu Yichen has never been able to find inspiration.

And mathematics is like this, inspiration is very important.

Sometimes there is no inspiration, and you just study for a year and it will have no effect for two years. But sometimes when inspiration breaks out, you may make great results overnight.

In the field of mathematics, there is a joke that mathematics is the language of God. It is not that you create new things about it, but that you discover things that originally existed but have not been discovered by humans.

So, it's like there is a layer of veil behind you. You can't see clearly until the veil is lifted. But after you lift the veil, it's clear and there is no secret.

In mid-March, Princeton held an academic conference on mathematics, and well-known mathematicians and mathematics Ph.D.s from all over the world came here.

Liu Yichen also participated in this mathematics academic conference, but unlike the previous two times, he participated as a YSU student, but this time he participated as a student from Princeton University, and it was a home game.

This time, he also had a one-hour academic report, scheduled for nothing else but related research on Goldbach's conjecture.

Liu Yichen wandered around the venue to see if he could find some inspiration. He also listened to several academic report conferences, and he felt that he had gained a lot.

On the third night of the academic seminar, Liu Yichen used an intermediate good luck card for himself. For a moment, Liu Yichen felt that his head was particularly clear, and he took out his draft paper.

At this time, there was no impetuousness in his heart, only pure rational feelings remained.

A spark flashed in the depths of my mind, inspiration kept coming, a feeling that is very difficult to describe in words.

However, Liu Yichen likes this feeling very much!

After a lot of accumulation, inspiration burst out at this moment!

The pen was writing smoothly on the draft paper, with lines of calculations and symbols. If an ordinary person saw it, they would think he was drawing symbols.

Three hours later, Liu Yichen stretched out and made a crackling sound from his body. He opened the curtains and looked at the world outside. In the dead of night, the only sound was Feng Lin's sleeping breathing.

"It's a pity that the last step is missing~~~ However, it is still a good result, but I don't know whether this method can finally prove Goldbach's conjecture!" Liu Yichen said with secret regret.

However, compared with the fact that there was no way to break into Goldbach's conjecture before, it can be said that it is a big step forward now, and as long as it is broken in, Liu Yichen believes that one day he can completely conquer the building of Goldbach's conjecture.

After taking a bath, Liu Yichen slept comfortably.

Early the next morning, he put on his suit. At 10:00 in the morning, it was the time for his academic lecture.

He did not go to other conference venues, but prepared for his own academic lecture.

"How is it, Liu! You shouldn't be nervous, right?" Professor Deligne came over and said with a smile.

"Nervous? No, it doesn't exist at all." Liu Yichen smiled lightly and said: "It's just because this academic conference brought me a lot of ideas, which made me feel happy."

"That's great. I look forward to you never stopping in mathematics and realizing your talents!" Professor Deligne said.

"I think I will!" Liu Yichen said confidently and firmly.

At 10:00 sharp, the staff informed Liu Yichen that the time was up. Liu Yichen walked from the lounge to the podium. At this time, there were hundreds of people in the venue, all of whom were scholars in the field of number theory or who had studied number theory.

In the past ten years, Liu Yichen has been one of the brightest rising stars in the field of number theory.

Liu Yichen began to talk about Goldbach's conjecture and introduced some results obtained in the study of Goldbach's conjecture in the past three centuries. Then Liu Yichen began to explore whether there is a way to prove that Goldbach's conjecture can be established under odd number conditions.

Woolen cloth?

The so-called Goldbach's conjecture under odd numbers is called weak Goldbach's conjecture, odd-number Goldbach's conjecture, triple Goldbach's conjecture or three prime number problem in number theory.

This proposition is: any odd number greater than 7 can be expressed as the sum of three odd prime numbers.

In 1923, British mathematicians Hardy and Littlewood proved that if the generalized Riemann hypothesis is true, the weak Goldbach's hypothesis is true for all sufficiently large odd numbers. In 1937, Vinogradov proved that Hardy and Littlewood's

The conclusion can be directly proven without relying on the generalized Riemann Hypothesis, and his students proved in 1956 that 3^3^15 is sufficiently large, but unfortunately it has never been verified.

By 2002, Liao Mingzhe and Wang Tianze of Xiangjiang University reduced the lower limit of "sufficiently large" to e^3100, which is about 2*10^1346. However, this is still beyond the scope of computer verification.
Chapter completed!
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