Omnipotent Data

Chapter 405

The gentleman in the last row, can you stand up and speak? Professor Russell grabbed the last straw of dignity. Seeing that Cheng Nuo didn't respond for a long time, he couldn't help but speak again.

Cheng Nuo, who was still in a dizzy state, saw that Professor Russell and the twenty-odd audience in the front row were all focusing on him, so he stood up in a daze.

It's you?!

When Professor Fresnel on the stage saw Cheng Nuo, dressed as a waiter, rubbing his eyes and standing up from the back row, his pupils shrank suddenly.

And the young Myron couldn't help but exclaimed.

Even if another ten years passed, Myron would never forget Cheng Nuo's face.

It's just that they didn't expect that they would meet him again at this time and on this occasion. Although Cheng Nuo said at the airport that day that he was going to support Professor Russell, it was impossible for Cheng Nuo to get the admission qualification. Myron just took Cheng Nuo's words as polite words.

But in the end, Cheng Nuo really came to cheer for Russell.

Professor Russell scanned Cheng Nuo's attire up and down, and instantly understood. Cheng Nuo probably sneaked in disguised as a waiter. As for the other staff in the hotel not being aware of it, it is not something that Professor Russell should consider.

Professor Russell is now full of gratitude to Cheng Nuo.

This young man is very honest, he did what he said, and in order to cheer him up, he specially disguised himself and sneaked in. Just now he saw that he should be in a dilemma because no one asked him, so he raised his hands to respond to him.

In this day and age, it is rare to see a simple and honest young man like him!

Cough cough! Professor Russell gave the young Myron a hard look, coughed lightly, and said to Cheng Nuo with a smile, Tell me your question, I'll tell you everything!

As soon as Professor Russell spoke, Cheng Nuo hadn't moved yet, and the twenty or so mathematicians sitting in the front row couldn't sit still.

They saw with their own eyes that the young man who was called up by Russell was just a waiter in the hotel.

Asking a waiter at a hotel if he has a problem with math, Russell is... funny? !

This is even more extreme than playing the piano against a cow.

Professor Russell is blind,

Or am I dazzled?

You read that right. That's a waiter. I seem to have seen him in other venues. He must have been tired from standing. He was just resting here for a while before being called up by Russell.

That..., if the waiter asks a question about why '1+1=2', wouldn't Russell be embarrassed.

Haha, let's see how Russell ends up.

…………

In the back row, Cheng Nuo finally woke up from his daze and realized what happened.

I wipe! I just stretched my waist, so I was misunderstood as raising my hand to ask a question?

Professor Russell's eyes are not easy to use.

I'm here to support, not to rescue! What's more, he still took advantage of his own identity to save the day.

Cheng Nuo decided to withdraw, Well, I'm just passing by, passing by, you go ahead, I'll go to the next venue to see what the guests want.

Cheng Nuo scratched his head and withdrew as he spoke.

Don't go! Professor Russell yelled to stop Cheng Nuo, it's already here, how can I let you slip away. All my face is dependent on you.

He smiled and said, Sir, from the outside, I think you have a talent for learning mathematics. I know a friend who is talented, so he studied under Professor Fresnel. I think you have a talent for learning mathematics. If you have the opportunity, you can also resign as a waiter and go to the Massachusetts Institute of Technology to learn from Professor Fresnel.

I think your future will definitely be like that student of Professor Fresnel, right? It's a pity that my friend didn't come to this conference. If there is a chance, I can let you get to know each other.

Cheng Nuo's face darkened.

Professor Russell is threatening himself. If he doesn't help save the scene, he will reveal Cheng Nuo's identity to the public.

As everyone knows, even if Cheng Nuo saves the day, he won't be able to stay here any longer.

Cheng Nuo's eyes met Professor Russell's smiling eyes on the stage, and the corners of his mouth slightly curved.

If so, then as you wish. But, I hope you don't regret it.

Cheng Nuo was not in a hurry, and walked slowly back to his original seat, and said with a smile, I do have a doubt here, and I need Mr. Russell's answer.

Russell's complexion eased, and he said relaxedly, Please tell me.

More than 20 audience members also pricked up their ears to see what profound questions the waiter could ask.

Cheng Nuo went through the content of Russell's speech in his mind, and smiled slightly, By studying the Zeta function Zx(T) and ζx curve of the algebraic variety X defined on the finite field Fq and the case of the Abelian variety, Zx( T) satisfies two properties:

①: Zx(T) is a rational function

②: Satisfy the function equation

I use this sentence to summarize the content of Professor Russell's lecture, there should be no problem, right?

Under the gazes of more than 20 people who were puzzled or puzzled, Professor Russell nodded slowly.

Yes, it can be understood in this way. Russell had seen Cheng Nuo's strength for a long time, so he was not surprised by his summary in one sentence.

Please continue. Russell gestured to Cheng Nuo.

Cheng Nuo nodded and continued, I agree with the first half of the content, but I have a different view on the nature of Zx(T) satisfaction.

In addition to Zx(T) being a rational function and satisfying the function equation, I personally think that there is another property of the zero point of the Zx(T) function, which has a certain characteristic form!

The zero point has a certain form? Professor Russell muttered, after thinking for a second or two, he raised his head and asked, Why do you think so?

Cheng Nuo raised his hand, signaling Professor Russell to be calm, I'll explain after I finish.

In addition to the doubt above, I have another point of view that is different from Mr. Russell. The lecture said that the above two, er, three properties are only applicable to curves and Abelian cluster in both cases.

Then this is barely a theorem, the applicable conditions are too harsh, and its practicality is almost zero. But if we extend this theorem to the zata function of the entire non-singular algebraic variety, the universality and practical value will be greatly improved. Then ...

Impossible! Professor Russell interrupted Cheng Nuo directly.

These three properties are obtained by studying the Zeta functions Zx(T) and ζx(s) of the algebraic variety X on the finite field Fq, which correspond to the curve and the Albert variety. How can a universal Conclusion? Professor Russell said loudly.

Cheng Nuo said in a calm tone, I haven't verified it, how do I know it can't be done?

So you proved it? Russell asked. Without a theoretical basis, don't make such whimsical assumptions!

Cheng Nuo shrugged and grinned, Unfortunately, I really proved it.