2811: C2811 Report of Qin Luo

C2811 Report of Qin Luo

"Ha ha ~" Deligne laughed heartily. He then patted Qin Luo's shoulder and walked towards his seat.

His report was over, and then there was someone else's time.

Edgar's face was flushed with excitement.

In fact, this was indeed the case. Edger was currently extremely excited!

Deligne brought him a perfect performance!

At the award ceremony of the Mathematics Lifelong Achievement Awards, the author demonstrated a difficult problem that has troubled the mathematics world for decades.

From the beginning of the awards, something that had never happened before had appeared before his eyes.

How could he not be excited? How could he not be excited!

At this very moment, if he were given a bunch of wings, Edger would unhesitatingly fly into space and stand shoulder to shoulder with the sun!

A few minutes later, Edger's mood finally calmed down a little. They looked at Deligne and said with smiles on their faces, "Thank you, Professor Deligny. Thank you Professor for bringing us such a wonderful report."

"This is the most exciting event since the Mathematics Lifetime Achievement Award was established."

"Everyone, please calm down. The report is not over yet. I believe we will be able to witness an even more exciting performance!"

Other than Deligne, there was also Qin Luo!

From past experience, every time Qin Luo made a report, he would give people a huge surprise.

Gog's Guess, Riemann, Mason's Function...

He looked forward to Qin Luo's surprise this time.

What would it be this time?

Edger's heart was filled with excitement...

"Next up, we will welcome Professor Qin Luo on stage with warm applause!"

"Pah pah pah …"

In an instant, the entire hall was filled with thunderous applause.

Almost everyone stood up from their seats. Their faces were red as they looked at Qin Luo with heated eyes and gave him the warmest applause!

Sigh ~

You might not believe it, but I'm really not preparing any shocking topic this time ~

Qin Luo smiled bitterly, stood up and walked towards the podium.

Moments later, Qin Luo stood in the middle of the podium.

At this moment, it was as if someone had pressed the pause button. The entire auditorium was deathly silent.

No one said a word as they quietly waited for Qin Luo's performance!

"Professors, the topic of my report today is: Single-valued Group Differential Equations!"

Single Value Differential Equation?

Hearing Qin Luo's words, everyone was stunned on the spot.2

Although the single-valued differential equation was also considered a problem, it was said that he was not a top topic.

At a full count, he would be placed in the third category!

This simply didn't fit Qin Luo's style!

Didn't Qin Luo's style include all of those top guesses?

"Professor Qin, are you serious?"

"Single-valued differential equations are not the top topic!"

"..."

Of course, no matter what one might say, Qin Luo just smiled, unscrewed the cap, and wrote: If the function f (x, y) is continuous in the rectangular field R and the equation dy/dx = f (x, y) about y satisfies the Lipschitz condition, then the equation y/dx = f (x, y); there is a unique solution y = p (x), defined at the interval | x-x0 | = h, continuous and satisfying the initial value condition (x0) = y 0, where h = min (a, b/M), M = | f (x, y) |.

Let y = φ (x) be the solution of the equation defined in the interval x0 = x = x0 + h, and satisfy the initial value condition, then y = φ (x) is the continuous solution defined in the integral equation y = y0 + f (x, y) dx, x0 = x = x0 + h, and vice versa. The solution of the integral equation y = y0 + f (x, y) dx, x0 = x0 + h is defined in the interval x0 = x = x0 + h.

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