Chapter 244 Him and His Story
Two days have passed and a new week has begun.
After Xu Qingzhou's paper was handed in, a full-day seminar was held on the 12th alone, and the institute was even busier than before.
For example, in order to verify that the entangled state mentioned in his paper can reduce the amount of classical communication in certain applications, it is necessary to remotely prepare pure qubit states to illustrate the application of quantum entanglement in remote state preparation.
This process requires Alice to conduct a limited amount of classical communication to Bob, so that Bob's state is converted from |ψABμ(θ)〉 to |ψAB(θ)〉.
In short, a lot of data needs to be re-checked, and some experiments need to be run again after debugging parameters.
As the promoter of this matter, Xu Qingzhou was suddenly free. Except when he needed to help with some important calculations, he had no time at all.
This is a good thing.
When he originally wrote this paper, he wanted to solve the problems he might encounter at once, so as to avoid frequent trips to the research institute.
Show your face and speed up the progress on the quantum satellite. The goal has been achieved.
Guo Ziyang and Ding Jiahui are quite busy this week, so they decided to have a get-together during the Dragon Boat Festival next week on the 20th.
The research institute is not busy, so Xu Qingzhou focuses on his conjectures. His main task now is to solve the conjectures, physics, and currently it is to polish his life.
library.
On June 15, Xu Qingzhou lowered his head and saw a pile of manuscript paper in front of him.
He is deriving the Polignac conjecture using the method of the Institute of Advanced Mathematics at Imperial College, India.
Because he had time, he recently took a good look at the latest research on the Polignac conjecture from various research institutes. India was a bit more challenging.
What others have posted doesn't amount to much substantive progress.
After a while, Xu Qingzhou put down his pen, stood up and gave himself a glass of water. After sitting down, he took his mobile phone and browsed Weibo for two minutes before taking an intermission.
Private message is still 99+
Huh~
He wanted to mark it off, but he noticed an account called "Qiuqiu".
[Boss, please read the paper on Polignac’s conjecture! 】
[I have studied the Polignac conjecture for many years. If possible, we can have in-depth discussions. 】
Another paper?
Among the papers Xu Qingzhou read during this period, in addition to papers from formal channels, there were also people who directly sent him private messages on Weibo like this.
At first, he read two articles carefully, but then he became numb. The preface did not match the follow-up, the logic was confusing, and there was no redeeming feature.
"Quite sincere."
Although Xu Qingzhou decided not to read these papers three days ago, he thought he would rest anyway, so he downloaded the document and clicked to open it.
etc.
The moment the document was opened, he realized something was wrong. This was not the format of the paper at all.
really.
The content is a novel.
It’s still an unserious novel!
With a dark face, Xu Qingzhou closed the document with a few clicks, and then blacklisted this piece of shit.
Fuck, forget about bringing in private goods.
When he accidentally saw "him" and "him", he almost spit out his rice.
Eyes are dirty
If I read private messages from now on, I will be like a dog!
Xu Qingzhou shuddered, gritted his teeth and swore, then took a deep breath, quickly put aside distracting thoughts, and let himself sink into the calculation in front of him.
First, the calculation of the reciprocal sum of prime numbers was introduced into the Mertens constant, and then a more accurate expression of the Mertens constant was obtained by applying fractional techniques to the Euler product of the zeta function.
Although the left side of the equation diverges at 1, the second summation on the right side actually converges at δ=0: ∑\left|\frac{1}{\sqrt{2}}log(p>xLn- 1n|p>x.
His twin prime number theorem was also used in this paper. Xu Qingzhou tapped the tip of his pen gently. After a while, he finally used knowledge to wash away the dirty things he just saw on Weibo, and began to think about how to calculate next.
At the next table, two girls secretly glanced at Xu Qingzhou and picked up their mobile phones to chat.
Bavis: "The boss is indeed a boss. Look at the things on those manuscripts. I believe they are alien symbols."
Young farming expert: "It's time to say it or not. He looks so handsome when he's thinking!"
Bavis: "Isn't he your idol? I'll get you a WeChat message later?"
Farming expert: "Forget it. Idols are only suitable for viewing from a distance, not for playing with."
Bavis: "Chuchu, do you still want to play?"
Farming expert: "Bah, what are you talking about?"
First, use the prime number counting function to represent the sum of reciprocals. At this point, we have used elementary methods to get a conclusion that is closer to the prime number theorem, that is, if the limit limx→∞π(x)logxx exists, it is 1.
According to Mertens’ second theorem, there is: ∑x0
So b+ε≥1. Based on the arbitrariness of ε, we get b≥1. After half an hour, Xu Qingzhou stopped writing. Well, after two days of calculation, he discovered a problem. The method used in this paper is indeed interesting, but it cannot be calculated at all. The screening of prime numbers involved is too scary. It is only theoretically possible to prove it. It feels like a desert with sand and gold particles wrapped in the sand. You have to pick the sand one by one for the gold particles. "Huh~" Xu Qingzhou exhaled and put away the manuscript papers on the table. This method was obviously unrealistic. Although I still haven’t made a head start on speculation during this period, I have also gained something. At least I have some ideas. I plan to first refine the ideas used when exploring the distribution of prime numbers and twin prime numbers, and derive a more accurate original form of the sieve method based on the sieve method used to prove the twin prime number theorem. Perhaps the most exciting part in the derivation of the twin prime number theorem is the sieve method and the asymptotic formula for the number of twin prime numbers. Gotta make good use of it. It seemed like he had some clues. Xu Qingzhou nodded with satisfaction and was in a good mood, even though it started to drizzle outside and it was gloomy. The WeChat message on the computer jumped, it was a message from Song Yao.
Song Yao: "I asked you to collect the clothes on the window sill, did you collect them?" Looking at this news, Xu Qingzhou's heart skipped a beat, and his expression instantly stiffened - it was over. When he came back from the research institute in the morning, Song Yao called him and asked him to collect the clothes on the balcony, but she seemed to be thinking about quantum entanglement at the time and forgot about it. It's okay, it's okay, maybe it's just drizzle, not heavy Comforting himself in his heart, Xu Qingzhou turned his head. When he saw the heavy rain outside the window, his hanging heart finally died. Next door, I saw Xu Qingzhou, who was originally happy, but suddenly he was sitting upright, and the expressions on his face came together to form the word "something happened". Not only is there something going on, it’s something big! The two girls took out their mobile phones and started chatting. Young farming expert: "Wow, the boss looks so serious, has he made any major discoveries?" Bavis: "I read on the Internet that he is studying the Polignac conjecture. He may have new ideas." Farming expert: "In other words, we may be witnessing history!" (End of chapter)