Is it okay to not do anything after rebirth?

Chapter 326 Proving Fermat’s Conjecture

Xia Ruolameier rolled her eyes at Na Zhiming playfully. As a Ph.D. in mathematics from Stanford University, how could she not know about Fermat's conjecture?

But she didn't quite know. Zhiming asked her if she knew what Fermat's conjecture meant, and shook her head again.

Na Zhiming didn't care, and opened his mouth to tell Xia Ruola the origin of this conjecture:

"If you are not a mathematics major or a hardcore mathematics enthusiast, not many people know about Fermat's conjecture."

Xia Ruolameier didn't want to explain at first, but when it came to the field of mathematics, she couldn't help it, so she interrupted Zhiming's science popularization:

"I really know about this Fermat conjecture. In 2, when the thirty-year-old Fermat was reading the French translation of Diophantus's famous work "Arithmetic", there was an article about the Pythagorean indefinite equation in the book. In the margin of this page of all positive integer solutions of x2 + y2 = z[-], it is written in Latin: "The cube of any integer cannot be divided into the sum of the cubes of two other numbers; nor can the fourth power of any integer be divided into two parts. It may be divided into the sum of the fourth powers of two other numbers. More generally, it is impossible to divide any integer power higher than the second power into two other sums of two other powers of the same power.

I have discovered a wonderful proof of this theorem, but unfortunately there is too little space on the page to write it down.

Later, after Fermat's death, people found this sentence written on the header when sorting out his belongings.

It was not until [-] that his son published this part of Fermat's notes, and everyone became aware of this problem.

Later, people called this conclusion Fermat's Last Theorem.

And this theorem, expressed in mathematical language is:

The integer inequality formula of the form x^n+y^n≠z^n is established.

That is, it is impossible to rewrite the integer inequality when n is greater than 2 into a positive integer equation.

Fermat asserted at that time that when the integer n>2, the equation x^n+y^n=z^n about x, y, z has no positive integer solution.

This problem has troubled scholars who love mathematics for centuries. During this period, many great mathematicians thought they had proved the true solution, including Euler, Gauss and other great gods. Unfortunately, they were all proven wrong in the end.

In [-], a German named Wolfskehl announced a prize of [-] marks to be awarded to the first person to prove the theorem within one hundred years after his death. It also attracted many people to try to prove the solution and submit their "proofs".

This prize was established not only because Wolfskehl was an avid amateur math enthusiast, but also because when he was thinking of committing suicide, he happened to see Fermat's conjecture. His thinking about this problem led him to Missed the set suicide time.

Later, he became a super rich man. In order to thank this "savior", he set this bonus before his death.

Unfortunately, until now, no one has published a paper that truly proves this theorem.

Dear Teacher Victor, I don’t know if what I said is right? "

Na Zhiming couldn't help but be surprised when he heard what she said. Being able to tell this allusion meant that Xia Ruolameier did not graduate with an ordinary degree, but that she had a very good understanding of mathematics.

Then he immediately guessed why Xia Ruolameier was placed in charge of the gaming company by the family. This sister should have studied mathematics in college.

He gently slapped Charolameier twice, and said with a smile:

"Oh, dear Charlotte, you surprise me so much. I really didn't expect you to know this allusion so well. I always thought that girls don't like boring mathematics, especially beautiful girls. , because they have no chance to study hard.

Not to mention you are already incredibly beautiful. "

Although these words are a little exaggerated, they are not particularly outrageous. They are basically what Na Zhiming is saying, because when he was studying at MIT in his previous life, there were indeed a few girls in the class. , but they were several real dinosaurs.

Not to mention that they can't be praised for their beauty like Charolamel, even if they want to praise them, they don't know how to open their mouths.

Na Zhiming had privately discussed the looks of the female classmates with his male classmates back then. What everyone unanimously agreed on was that even if they wanted to have plastic surgery, they didn't know how to start.

After hearing Na Zhiming's sweet words, Xia Ruolameier couldn't help but blush on her face, and she felt her cheeks were a little hot.

It's strange. She has been praised by many people for her beauty since she was a child. Logically speaking, she should have been immune to such words for a long time, but now that she is praised by Na Zhiming, she still feels a little shy unconsciously.

Maybe this is the power of love.

She quickly looked around and said to him:

"Teacher Victor, you asked me what Fermat's conjecture does?

Judging from the proud look on your face, it doesn't mean you have proven it, right? "

Na Zhiming found it interesting to see her shy look. For a moment, he forgot to think carefully about the subsequent development of Fermat's conjecture. He thought it was just a casual question that Charolame was joking with him, so he said directly. :

"Is there anything difficult about Fermat's conjecture? Teacher Victor proved it a long time ago."

He didn't expect how shocked Xia Ruolameier would be when he heard these words.

What is Fermat's conjecture?

That is a century-old puzzle that countless mathematicians have spent more than four hundred years and have been unable to find a solution to in their entire lives.

Many of the great mathematicians who are at the top of the world died in depression because they could not see the correct proof of Fermat's conjecture in this life.

To put it in a very telling way, from the day someone started to prove this conjecture, tens of thousands of tons of paper were used to prove the problem.

This is by no means a simple exaggeration. This is the infinite charm of this conjecture, which has attracted countless mathematical geniuses to invest themselves in it, and even crazy enough to spend a lifetime studying it.

Xia Ruolameier couldn't believe her ears for a moment. She thought that maybe Na Zhiming was joking with her. After a full twenty seconds, she hesitated and asked:

"You said you proved Fermat's conjecture? Are you sure?"

Na Zhiming answered without thinking:

"Of course, that's because there is no blackboard here. Otherwise, I would have to prove it to you on the spot and let you know that the man in front of you is a true genius."

When Na Zhiming said this, his face originally looked triumphant and funny.

Tap the screen to use advanced tools Tip: You can use left and right keyboard keys to browse between chapters.

You'll Also Like