Chapter 663

"President, just give him ten minutes. We'd like to know how to prove Riemann's conjecture." Not waiting for Claus to refuse, there are already some people in the meeting who are joking.

Yes.

Riemann conjecture, as a huge stone in front of the mathematical world, there are countless people who want to break it, but know that no one can do it now.

They would like to see how Chunshu proves it.

"Good! Professor Chunshu, I'll give you ten minutes. " Bite your teeth, said Klaus.

"Thank you, president." Hearing Klaus's words, Chunshu immediately thanks, and then waves to his assistant.

Soon a white board was sent to the spring tree.

Emmmm, what kind of learning does he want to prove on the spot?

Seeing the scene in front of him, Qin Luo's mouth twitched wildly.

Within ten minutes, the scene proved that Riemann conjectured that even he did not dare to think of things, but Chunshu thought of it.

In this regard, Qin Luo can only say a word, cow force!

In the eyes of shock, Chunshu picked up the black pen and began to write on the whiteboard.

First of all, let's start with infinite series. Let's assume re (s) > 1:

m (s) = {n = 1} ^ {2m} + {1} {n ^ s}

Therefore, if S0 is a zero point of Sm (s), then it must also be the zero point of β m (s) and α (s)

Looking at a string of formulas on the whiteboard, people's eyes gradually narrowed up.

"To the contrary!"

"To the contrary!"

Almost at the same time, the voices of qinluo and Schultz rang out at the same time.

Yes, Chunshu's method of proving Riemann's conjecture is the common method in mathematics, the method of proof to the contrary.

He first assumed that the Riemann conjecture is true, and then through the zero point theory, step by step proved that the Riemann conjecture constitutes the other conditions of the Riemann conjecture.

Speculation, no, should be said to be opportunistic.

Of course, the proof of Chunshu is not without dry goods.

His proof is based on the work of von Lohmann and Friedrich hitchbruch, which, to a certain extent, puts a coat on his proof process.

Soon a white board was full of words, and the proof process came to an end.

"Therefore, from the characteristics of the function itself, we know that the zero point s in the critical band must have R (s) = 1 / 2, that is, Riemann conjecture is proved."

After finishing the last string, Chunshu slowly put down his signature pen, glanced around coldly, and said coldly: "Riemann's conjecture has been proved, and thousands of theorems have been produced in mathematics overnight."

At this moment, there was silence.

Some of the big bulls in the field of mathematics also have no voice.

They stare at the whiteboard with wide eyes, examining every step word by word.

It's very smooth, and there's nothing logical that I can't go through.

But I don't know why they always have a strange feeling in their hearts.

They think he is right in the process of solving the problem.

But it's not right. They can't tell you.

"Professor Qin, are you coming or am I coming?" Just then, Peter Schultz's voice rang out in the meeting.

Then Qin Luo's voice also appeared in people's ears.

"You come." Qin Luo said with a smile.

Schultz nodded and rose slowly.

When people were confused, Schultz said: "it is undeniable that Professor Chunshu's proof process is very smooth and the logic is very clear, but everyone always feels strange, right?"