The super scholar system becomes a scholar in one second
Chapter 2768 News from Yan University
Chapter 2768 News from Yan University
设y=φ(x)是方程的定义于区间x0<=x<=x0+h上,满足初值条件φ(x0)=y0的解,则y=φ(x)是积分方程y=y0+∫f(x,y)dx,x0<=x<=x0+h的定义于x0<=x<=x0+h上的连续解,反之亦然。
For all n, the pickup stepwise approximation function φn(x) is defined on x0<=x<=x0+h, continuous and satisfies the inequality |φn(x)-y0|<=b.
The function sequence {φn(x)} has converged on x0<=x<=x0+h.
φn(x) is the continuous solution of the integral equation defined on x0<=x<=x0+h
Let ψ(x) be another solution of the integral equation defined in x0<=x<=x0+h, then ψ(x)=φ(x)(x0<=x<=x0+h)
Qin Luo knew every step of the proof of the differential equation of the single-valued group clearly.
"It's done~"
The corners of Qin Luo's mouth rose, and a faint smile appeared on his face.
Qin Luo can be sure that if Richard Miller knew that he had completed the ceremony subject so quickly, he would be pissed to death.
In front of Qin Luo's eyes, Richard Miller's purple face even appeared.
Although you can't see it clearly, Qin Luo believes in you, the expression on his face is very exciting.
Yanda, in a certain corner.
A blond man pulled his phone out of his pocket.
The corner of his mouth slightly raised, and he called Richard Miller.
"dududu~"
After three blind tones, the call was successfully connected.
"Hello, Bruce, I hope your news doesn't disappoint me?" As soon as the call was connected, Richard Miller's voice came from the opposite side.
Yes, the caller was none other than Richard Miller's secret son, Bruce, buried in Yanda.
He followed Richard Miller's order and stared at Qin Luo, and now he has important matters to report directly to Richard Miller.
"Mr. President, don't worry, this news will never let you down!" Bruce said with a bright smile.
Yes, the news this time will definitely not disappoint Richard Miller.
Because this time, what he brought was news about Qin Luo.
Hearing Bruce's words, Richard Miller's eyes suddenly lit up.
He was immediately interested.
He wanted to hear what kind of good news Bruce could bring him.
"Tell me, what good news is there?" Richard Miller said with a smile.
"Mr. President, I just got the news that Qin Luo has decided to participate in the award ceremony of the Lifetime Achievement Award in Mathematics."
"He's already started researching it."
"The subject of his research is the argument of differential equations for single-valued groups!" Bruce said with a smile.
On the argument of single-valued group differential equations?
After hearing this sentence, Richard Miller was a little confused.
He didn't understand what it meant at all.
"What is this, it's a bit clear." Richard Miller frowned and asked.
"Mr. President is like this..." Bruce explained the origin of the single value group differential equation argument.
"Wait, you're saying that the single-valued group differential equation argument is only class 3?" Richard Miller asked.
"Yes, it is indeed the third category! Although it is not as good as Ge Guess and Riemann's Conjecture, it is not a very simple theory!"
"If you want to prove him, the time required is not short at all." Bruce said with a smile: "The conjecture that has not been proved in the world today is not low in difficulty!"
(End of this chapter)
设y=φ(x)是方程的定义于区间x0<=x<=x0+h上,满足初值条件φ(x0)=y0的解,则y=φ(x)是积分方程y=y0+∫f(x,y)dx,x0<=x<=x0+h的定义于x0<=x<=x0+h上的连续解,反之亦然。
For all n, the pickup stepwise approximation function φn(x) is defined on x0<=x<=x0+h, continuous and satisfies the inequality |φn(x)-y0|<=b.
The function sequence {φn(x)} has converged on x0<=x<=x0+h.
φn(x) is the continuous solution of the integral equation defined on x0<=x<=x0+h
Let ψ(x) be another solution of the integral equation defined in x0<=x<=x0+h, then ψ(x)=φ(x)(x0<=x<=x0+h)
Qin Luo knew every step of the proof of the differential equation of the single-valued group clearly.
"It's done~"
The corners of Qin Luo's mouth rose, and a faint smile appeared on his face.
Qin Luo can be sure that if Richard Miller knew that he had completed the ceremony subject so quickly, he would be pissed to death.
In front of Qin Luo's eyes, Richard Miller's purple face even appeared.
Although you can't see it clearly, Qin Luo believes in you, the expression on his face is very exciting.
Yanda, in a certain corner.
A blond man pulled his phone out of his pocket.
The corner of his mouth slightly raised, and he called Richard Miller.
"dududu~"
After three blind tones, the call was successfully connected.
"Hello, Bruce, I hope your news doesn't disappoint me?" As soon as the call was connected, Richard Miller's voice came from the opposite side.
Yes, the caller was none other than Richard Miller's secret son, Bruce, buried in Yanda.
He followed Richard Miller's order and stared at Qin Luo, and now he has important matters to report directly to Richard Miller.
"Mr. President, don't worry, this news will never let you down!" Bruce said with a bright smile.
Yes, the news this time will definitely not disappoint Richard Miller.
Because this time, what he brought was news about Qin Luo.
Hearing Bruce's words, Richard Miller's eyes suddenly lit up.
He was immediately interested.
He wanted to hear what kind of good news Bruce could bring him.
"Tell me, what good news is there?" Richard Miller said with a smile.
"Mr. President, I just got the news that Qin Luo has decided to participate in the award ceremony of the Lifetime Achievement Award in Mathematics."
"He's already started researching it."
"The subject of his research is the argument of differential equations for single-valued groups!" Bruce said with a smile.
On the argument of single-valued group differential equations?
After hearing this sentence, Richard Miller was a little confused.
He didn't understand what it meant at all.
"What is this, it's a bit clear." Richard Miller frowned and asked.
"Mr. President is like this..." Bruce explained the origin of the single value group differential equation argument.
"Wait, you're saying that the single-valued group differential equation argument is only class 3?" Richard Miller asked.
"Yes, it is indeed the third category! Although it is not as good as Ge Guess and Riemann's Conjecture, it is not a very simple theory!"
"If you want to prove him, the time required is not short at all." Bruce said with a smile: "The conjecture that has not been proved in the world today is not low in difficulty!"
(End of this chapter)
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