at this time.

Suddenly a mathematician exclaimed: "God! This is the method of geometric structure to cut the three-dimensional flow! How can it still do this? He has achieved the same goal as Waverleys with a brand-new argumentation method." The result. And this method is more intuitive and concise than Waverleys. This... this..."

And at this moment, Waverley's heart was surging.

As a researcher of Rhodes' conjecture, he is most familiar with the formulas on the big screen. In his eyes, Wang Huan actually used the method of geometric structure to advance the proof of Rhodes' conjecture by a big step, reaching the level of His research results are at the same level. What's even more incredible is that Wang Huan's method is obviously better than his.

But that's not the point.

The key is that Wang Huan actually achieved this step in less than half an hour!

If he, Waverley, can win the Nobel Prize in Mathematics, then what is Wang Huan?

But at this time.

But I saw Wang Huan also draw a big cross on the huge screen, and said at the same time: "Everyone saw that I just used another method to let Rhodes' conjecture reach the same research level as Waverley's." The result, and the method is better than the other party. But this method is still not feasible in my eyes. This method of argumentation seems to be feasible, but it is easy to lead others astray. The real method should be like this of--"

what?

real way?

Hear this.

Everyone looked at each other, and an unbelievable thought arose in their hearts: "Could it be that Wang Huan has the right idea to prove Rhode's conjecture? Or, he wants to solve this conjecture?"

But soon, many people subconsciously shook their heads.

It is estimated that Wang Huan should have just thought of the right idea.

After all, it is almost impossible to unravel Rhodes to guess.Otherwise, it would not have baffled all mankind for hundreds of years and became one of the seven major mathematical conjectures in the world today.

However, even if it only provides the correct idea, it is shocking enough!

Chapter 1118 Hurry up, inform people!Something big happened!

And if Wang Huan can provide the correct idea and let people see the hope of proving Rhodes' conjecture, I am afraid that the entire mathematics world and even the world's scientific community will cause an earthquake.

why?

Because the Rhodes conjecture is no more than other mathematical conjectures, its application value in reality is extremely high. This conjecture involves the core issues of topology and geometry.Once it has a breakthrough in the demonstration, it will have a huge impetus to the application of topology and geometry mathematics and related topics, and may even create an additional branch of mathematics!

Therefore, it is just a Rhodes conjecture, but in the past, several mathematicians who studied it won the Nobel Prize.It is indeed a miracle that several Nobel Prize winners were born from the demonstration of a conjecture!

At this time, many TV hosts began to urgently explain the meaning of Rhodes' conjecture in the live broadcast.

After all, for the vast majority of ordinary people, they have no idea what it represents.

After listening to the explanation, the audience all gasped.

"My God, is this conjecture so awesome?"

"What's even more awesome is Brother Huan, he actually knows math!"

"Oh, God! Is Wang Huan really against the sky?"

"Wang Huan won't really want to prove this conjecture?"

"It's unlikely, this is a big conjecture that has been unresolved for a hundred years."

"..."

Nobel Prize site.

Wang Huan turned his head and looked at the person in charge again: "Mr. Hammel, do you have a printer? I may use it later."

"Have!"

Hamilton nodded, and turned around to greet a staff member.

Soon the staff brought up a printer.

After connecting the printer, Wang Huan said directly: "I don't know if you have heard of Rich curvature flow. Of course, it doesn't matter if you haven't heard of it. I will demonstrate this to everyone first."

Ridge curvature flow?

what is this?

Everyone looked at each other.

Even mathematicians such as Waverleys are equally confused.Curvature They know that there are many curvatures in geometry, such as: quantity curvature, section curvature...etc.But what the hell is Ritchie curvature?

Regardless of their doubts, Wang Huan looked directly at the computer and tapped the keyboard.

Except for the sound of the keyboard.

The whole scene was silent.

On the big screen, lines of text are displayed:

"Assume (M, g) is an n-dimensional manifold. Denote TpM as the tangent space of M at point p, any pair of vectors ξ, η in the tangent space TpM, the Ricci tensor Ric(ξ, η) in The value of point p is defined as the trace of the linear map Xp→R(Xp,η)ξ of TpM→TpM..."

Since the curvature mathematics is very similar in all aspects, when Wang Huan wrote these equations.Many mathematicians finally understood what Wang Huan just said.

It's just that everyone is wondering, why does Wang Huan reason about this so-called "Ricci curvature flow" instead of proving Rhodes' conjecture?What does this have to do with Rhodes guessing?It doesn't matter at all!

As for ordinary viewers, they were completely dumbfounded.

can't read.

"Fuck, what are these?"

"I don't know."

"Isn't it? Brother Huan is really a mathematician?"

"Looking at these symbols, I feel very awesome."

Soon, the big screen was full.

Click!Click!

Wang Huan directly pressed the printer, printed them out, and then handed them to a staff member next to him: "Paste them next to the screen."

His movements did not stop, but the speed of typing on the keyboard became faster and faster.

on the big screen.

Soon, a lot of paper was posted.

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