663: C663 Anti-evidence Law

C663 Anti-evidence Law

"President, just give him ten minutes. We also want to know how to prove Riemann's conjecture." Before Kelaus could refuse, someone in the venue said in a mocking tone.

Yes.

The Riemann's conjecture was a huge rock in front of the mathematics world. Countless people wanted to break it, but they knew that no one could do it now.

They wanted to see how Haruki would prove it.

"Okay! Professor Haruki, I'll give you ten minutes." Clenching his teeth, Kelaus said.

" Thank you, chairman. " Upon hearing Kelaus's words, Haruki immediately expressed his gratitude. After that, he waved his hand at his assistant.

Soon, a whiteboard was placed in front of Haruki.

Emm, he was trying to imitate ___ and wanted to prove it on the spot?

Seeing this scene, the corner of Qin Luo's mouth twitched crazily.

Proving the Riemann's conjecture on the spot within ten minutes was something that even he didn't dare to think about, but Haruki thought of it.

Regarding this, Qin Luo could only say one thing - awesome!

Under everyone's shocked gazes, Haruki picked up the black signature pen and started to write on the whiteboard.

First, let's start with the infinite number. Next, let's assume RE (S). 1:

M (S) = = = 1] * 2 m / m / n / h...

Therefore, assuming that S0 was a zero, then it would definitely be a zero for both beta-m (S) and Alpha (S) at the same time...

Looking at the series of equations on the whiteboard, everyone's eyes gradually narrowed.

"Anti-proof method!"

"Anti-Proof!"

Almost at the same time, Qin Luo and Schulz's voices rang out in the venue at the same time.

Yes, Haruki used the method to prove Riemann's conjecture, the anti-proof method.

He first assumed that Riemann's conjecture was established, and then used the zero point theory to prove the other conditions of the Riemann's conjecture step by step.

Positioning, no, it should be a trick.

Of course, Haruki's proof was not without dry goods.

His proof was built on the foundation of the work of Feng Loyman and Frederic Hitler, which, to a certain extent, covered his proof process.

Soon, a whiteboard was filled to the brim, and the proof process came to an end.

"Therefore, from the characteristics of the function itself, we know that the 0.S in the critical zone must have R (S) = 1 / 2, which is the proof of Riemann's guess. So, from the characteristics of the function itself, we know that the 0.S in the critical zone must have R (S) = 1 / 2, which is the proof of Riemann's guess."

After writing the last line, Haruki slowly put down the signature pen in his hand. He coldly looked around and said in a cold tone, "The Riemann's conjecture was proved in one night in the mathematics world. Thousands of theorems have appeared."

At this moment, the whole place was silent.

Some of the big shots in the mathematics world also fell silent.

They stared at the whiteboard with their eyes wide open and checked each step word by word.

It was very smooth, and there was nothing illogical about it.1

But for some reason, they had a strange feeling in their hearts.

They thought that he was right in the process of solving the problem.

But that was not right, and they couldn't say it.

"Professor Qin, are you coming or should I?" At this moment, Peter Schulz's voice sounded in the venue.

Then, Qin Luo's voice appeared in everyone's ears.

"You can do it." Qin Luo said with a smile.

Schulz nodded and slowly stood up.

Just when everyone was confused, Schulz said, "It can't be denied that Professor Haruki's proof process is very smooth, and the logic is also very clear, but everyone feels that it is very strange, right?"

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