be honest.

In fact, after meeting the younger version of Mr. Wang at the weather Doppler radar assembly site.

Xu Yun had certain psychological expectations that the dungeon would take some special directions and meet some unexpected people.

as expected.

Later, Qian Wushi, Sun Junren, Luo Shijun and even Yuan Guoliang and Zhou Kaida, who had never been to the 221 base in history, were all blown to the Golden Silver Beach by Xu Yun's little butterfly wings.

But Xu Yun never expected it.

Yuan Guoliang and the others are not the ones with the most outrageous painting style. Today, several math giants in modern Chinese history have also been slapped on this grassland.

Hua Luogeng.

Chen Jingrun.

Feng Kang.

Just look at these three names.

Taking out any one at random is enough to make future generations admire and tremble.

The first is Hua Luogeng.

The story of Hua Lao began in 1930.

At that time, Xiong Qinglai, head of the Department of Mathematics at Shuimu University, saw a paper in Science magazine:

"The reason why Su Jiaju's algebraic solution to the quintic equation cannot be established".

Xiong Qinglai couldn't help but marvel at the exquisite derivation process of the paper.

At the same time, judging from the thesis skills and calculation process, this article should be written by an international student.

However, Xiong Qing searched through the directory of returned overseas students, but could not find this person named Hua Luogeng.

So he asked in the office:

Who knows this Hua Luogeng?

Everyone shook their heads and said they had never heard of this person.

In the end, Xiong Qinglai found out that this young man actually...

Didn't even go to high school.

With the help of three textbooks, he became self-taught and published 6 articles in "Science" magazine.

Ever since.

Hua Luogeng was recognized by Xiong Qinglai and eventually entered the top university lecture hall in China as a junior high school student. Five years later, he was recommended to study in Cambridge.

However, Hua Luogeng did not want to study for a doctorate at that time, but chose to enroll as a visitor - because being a visitor could break through the constraints and study seven or eight disciplines at the same time.

He believes that academic qualifications are not important, but knowledge is important.

This decision also left Hua Luogeng an anecdote that will be talked about by future generations - this mathematician only had a junior high school diploma.

Then two years at Cambridge.

Hua Luogeng wrote twenty papers, among which a theory he proposed was internationally named "Fahrenheit's Theorem".

After the founding of the People's Republic of China.

Hua Luogeng, who was working as a professor at Princeton and recovering from a leg injury, resolutely returned to China. The "Open Letter to All Chinese Students Studying in the United States" was written by him.

True.

Due to various reasons, Hua Luogeng's achievements in mathematics may not be considered the best in the world.

For example, he has made great achievements in the field of functions of multiple complex variables, but there is still a certain distance between him and the Fields Medal.

But for the Chinese people.

Mr. Hua Luogeng’s contributions deserve to be among the best in the history of mathematics!

Because he is the founder of many fields of mathematics in China and is a standard path-breaker. This cannot be compared with a certain achievement or theorem in mathematics.

Mr. Hua Luogeng first did basic mathematics (pure mathematics), and later, like Qian Wushi, he switched to applied mathematics due to national needs.

Then he entered the field of computational mathematics, and finally opened up the foundation of Chinese management science and economic theory.

In a sense.

As long as you have experienced the nine-year compulsory education, then you can be regarded as Mr. Hua Luogeng’s disciple and grandson.

So it's the same as Lu Guangda.

Maybe thousands of years later, not many people in other countries in the world will know the names of Lu Guangda and Hua Luogeng.

But for any Chinese.

They are all ancestors who should be remembered and respected in their blood.

Except for Hua Luogeng.

The remaining Chen Jingrun and Feng Kang are also the top mathematics experts in the country.

Of course.

When talking about Chen Jingrun, we have to mention another concept first:

"Goldbach Conjecture".

Later, with the publication of Xu Chi's reportage "Goldbach's Conjecture", Goldbach's Conjecture has long been a household name in China.

But in fact.

Goldbach's conjecture consists of two parts:

1. Every odd number greater than 7 can be written as the sum of three prime numbers;

2. Every even number greater than 6 can be written as the sum of two prime numbers.

At the same time, look at the statement of the entire conjecture.

If part 2 is correct.

Then you can directly get part 1 according to the formula n=(n?3) 3, which is also correct.

Therefore part 2 is called the strong Goldbach conjecture, and part 1 is called the weak Goldbach conjecture.

The first part of Goldbach's conjecture...that is, the weak Goldbach's conjecture, was completely solved in 2013 by Harold Hoofgot, a researcher at the Ecole Normale Supérieure in Paris.

The current best result of part 2 of Goldbach's conjecture is called Chen's theorem.

That's right.

This part of the result was proved by Chen Jingrun - as its significance has been mentioned a long time ago, I won't go into details here.

In other words, Chen Jingrun did not prove Goldbach's conjecture, but Chen Jingrun's derivation is currently recognized as the result closest to Strong Goldbach's conjecture.

at the same time.

Chen's theorem also blocks the path of trigonometry and valuation, and the same idea cannot solve 1 1.

This issue was also one of the most exciting fields in later generations of civil science. When Xu Yun was writing novels in later generations, someone even claimed to have proved part of 1 1, hoping that Xu Yun could submit the calculation process.

Out of curiosity, Xu Yun also asked about the derivation process.

Then the 'great god' gave a lot of warnings [I have evidence, so don't try to steal my results and publish them]. After that, he sent a photo of a standard A4 paper:

About half of the above is the derivation process.

That's right.

To prove the derivation process of 1 1, only half of an A4 page was used...

This was probably the news that Xu Yun had seen at that time was more explosive than fried rice noodles with chicken essence.

If Goldbach or Euler were alive in heaven, they would probably be able to revive you directly.

all in all.

Hua Luogeng and Chen Jingrun, the pair of masters and apprentices, should be the top generation of mathematics inheritors in China.

Of course.

The remaining one, Feng Kang, is also extremely naughty.

For example, in the mathematical world of later generations, you often see a question - who is more capable, Chen Shengshen or Hua Luogeng?

But in fact.

If this issue is discussed in the field of computational mathematics.

So the person who has the ability to benchmark against Chen Shengshen should not be Hua Luogeng, but Feng Kang.

Feng Kang is the founder and pioneer of computational mathematics research in China, an academician of the Chinese Academy of Sciences, and the founder of the Computing Center of the Chinese Academy of Sciences.

His research "Hammel system's symplectic geometric algorithm" won the first prize of the National Natural Science Award, and his computing power is among the best in the history of modern mathematics.

Many people in later generations hung themselves from the "tall tree" in college, and many of the lesson plans were written by Feng Kang.
To be continued...