"Holy shit, shit! Interview with the top domestic media! Haoshen's card!"
“A must see!”
"Awesome!"
…………
People are talking about it online.
Cheng Hao, on the other hand, fell into a deep sleep due to excessive consumption.
After this sleep, Cheng Hao slept until the afternoon of the next day.
Cheng Hao opened his eyes.
My brain recovered quickly and I felt refreshed!
"Xiao u, what time is it!"
Cheng Hao lay on the bed and asked.
"Master, it's two-fifty in the afternoon, and you've been sleeping for twenty-four hours!"
"Have you slept for so long?"
Cheng Hao murmured.
This time the consumption was really a bit high.
Cheng Hao smiled bitterly and shook his head. He picked up his phone from the side and took a look. There were several unread messages from Ye Zhou on his phone.
There is also the dimension news about Li Peng.
Cheng Hao took a look and Ye Zhou asked him to wake up and send her a message.
Cheng Hao thought for a while and sent a message back to Ye Zhou.
I sat on the bed in a daze for a while.
Then Cheng Hao sat in front of the computer nearby, turned on the computer, and skillfully clicked on Weibo.
Sure enough, the top three hot searches on Weibo were all occupied by myself.
Is that an exaggeration?
Cheng Hao smiled bitterly as he looked at the hot searches in front of him. Looking at the comment area, Cheng Hao felt a little emotional.
Soon, Cheng Hao saw the video of himself in Princeton.
“Hey, there’s this one more??”
Cheng Hao clicked on the video with some curiosity, and spent a while to watch the video.
"Tsk, tsk, tsk, he's really handsome!"
Cheng Hao stroked his chin and said shamelessly.
After watching the video narcissistically for a while, Cheng Hao flipped through it a little and took a look at the comments. Cheng Hao opened his homepage and took a look.
The number of my fans is already over 800,000!
It’s rising so fast!
But apart from pretending to be awesome, it has no use at all.
After thinking about it, Cheng Hao was about to close the comment area. At this moment, Cheng Hao suddenly thought of something, and the corners of his mouth raised slightly.
"Hey, I won the award for the best young speaker at the International Number Theory Research Conference this time, and I'm not showing off yet! If you don't return home after getting rich, isn't it like walking in fine clothes at night?"
Thinking of this, Cheng Hao took a photo of his certificate.
Caption: I went to the United States and they had a meeting, and they sent me this. It’s true, there’s nothing I can do about being handsome, tsk tsk tsk!
Click Send.
Soon, Weibo was reviewed.
Almost at the time of trial.
"Front row!"
“crowded in the front row”
"sofa!"
"just!"
"Slowly type a "?""
"No, Haoshen, I will obey you if you say anything else, but if you say you are handsome? That is too much!"
"Here comes a guy with yellow urine to wake him up!"
"My urine is yellow, let me come!"
…………
Looking at the comments of the troll netizens in front of him, Cheng Hao smiled and shook his head. After browsing Weibo for a while, he closed Weibo.
On the other side, Ye Zhou also sent him a message saying that she would not have dinner with Cheng Hao since she had classes today.
Cheng Hao didn't care and put his phone aside.
Cheng Hao began to think about his next goal.
He took out a piece of paper from the side and his expression became serious.
The twin prime conjecture was solved by him, so what is the next goal?
After hesitating for a moment, Cheng Hao wrote a sentence on the draft paper in front of him.
Goldbach's conjecture.
Cheng Hao hesitated slightly. In fact, there are many connections between the twin prime conjecture and Goldbach's conjecture. At least they are both the same type of problem.
They are all classic problems in number theory.
The twin prime conjecture studies prime numbers, while Goldbach's conjecture studies prime numbers.
Although the direction is different.
The problem with Goldbach's conjecture is that any odd number greater than 7 can be written as the sum of three prime numbers.
Twin prime numbers refer to pairs of prime numbers that differ by 2, such as 3 and 5, 5 and 7, 11 and 13... The twin prime number conjecture predicts that there are infinite pairs of twin prime numbers.
In terms of difficulty, Goldbach's conjecture is obviously much more difficult than the twin prime conjecture. It can be said that they are not on the same level of difficulty.
Cheng Hao frowned and looked at what he had written in his book, and shook his head slightly.
What's there to be afraid of?
Thinking of this, Cheng Hao turned on the computer and quickly found the famous "12" paper on the computer by Mr. Chen, one of the most famous mathematicians in China.
This paper is currently the closest to solving the Goldbach conjecture.
Cheng Hao opened the paper and looked at Mr. Chen's thoughts carefully.
With Cheng Hao's background in number theory, it was almost not difficult for him to understand the paper in front of him. However, after reading it, Cheng Hao's shock was beyond words.
He really didn't expect that the sifting method could be used in this way!
In fact, Goldbach's conjecture can be solved using a computer. Just use a lot of calculations and a lot of data to directly find the general solution to the conjecture and solve this problem.
But the amount of calculations required is an astronomical figure. People in the past used supercomputers to push this problem from "14" to "13".
That is already the limit of current computers. Unless the supercomputer is improved by another ten orders of magnitude, there is no way to solve it theoretically.
But Mr. Chen doesn’t have the help of a supercomputer!
He relied on the sifting method to advance this issue one step further!
Promoted directly to "12"!
sharp!
It’s really awesome!
There was a hint of amazement in Cheng Hao's eyes. This screening method was used so skillfully that he had used this method to its limit.
I deduced the screening method a little in my mind.
Cheng Hao shook his head.
However, Mr. Chen has already used the sieving method to its limit on this issue, and there is basically no method that can be used to a better extent.
If you want to solve Goldbach's conjecture, you can't just rely on the sieve method. New methods must be introduced!
Cheng Hao's mind was spinning rapidly, and the pen in his hand kept writing and drawing on the paper. The circle method was also a method that the predecessors came up with when they studied Goldbach's conjecture.
But Cheng Hao also experimented and thought about it. Basically, the circle method and the sieve method. Soon Cheng Hao came to the end. There was no way to exceed "12".
This "12" seems to have reached a limit.
The road ahead was cut off. Cheng Hao frowned and scratched the paper with his pen tip.
【a(n)={a/a=n-p,p≤n}】
[p={p/ptn}: the set of numbers p that cannot be divided into n]
【a*(n)={a/a∈a,v(a)≤a}】
…………
After taking a look at the written data in front of him, Cheng Hao frowned and stopped.