Chapter 244 His Story Two days have passed, and a new week has begun. After Xu Qingzhou submitted his paper, a whole day of discussion was held on the 12th alone. The institute was 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 the pure state of quantum bits to illustrate the application of quantum entanglement in remote state preparation. This process requires Alice to perform a limited amount of classical communication with Bob to transform Bob's state from |ψABμ(θ)〉 to |ψAB(θ)〉. In short, a lot of data need to be recalculated, and some experiments need to be run again after the parameters are debugged. As the promoter of this matter, Xu Qingzhou suddenly became free. Except for helping with some important calculations, he had free time at other times. This is a good thing. When he wrote this paper, he wanted to solve all the problems he might encounter at one time so as to avoid having to go to the research institute frequently. Show your face and speed up the progress on the quantum satellite. The goal has been achieved. Guo Ziyang and Ding Jiahui are both very busy this week, so they decided to have a small gathering on the Dragon Boat Festival on the 20th of next week.
The research institute is not busy, so Xu Qingzhou focuses his main energy on the conjecture. His main task now is to solve the conjecture. Physics, at present, just adds some spice to his life. library. On June 6, Xu Qingzhou lowered his head and saw a pile of manuscript paper in front of him. He is using the methods of the Institute of Advanced Mathematics at Imperial College of Science and Technology to derive the Polignac conjecture. Because he has time, he has recently taken a close look at the latest research on the Polignac conjecture by various research institutes, especially the Indian one which is a bit challenging. What others have released doesn't really represent much substantial progress. After a while, Xu Qingzhou put down his pen, stood up and poured himself a glass of water. After sitting down, he took his mobile phone and browsed Weibo for two minutes before taking a break. Private message is still 99+ Uh ~ He wanted to swipe away, but he noticed an account called "Qiuqiu". [Boss, please read the paper on Polignac's conjecture! ] [I have been studying the Polignac conjecture for many years. If possible, we can have an in-depth discussion. ] Another paper? Among the papers Xu Qingzhou has read recently, in addition to those from formal channels, there are also papers that people directly sent him private messages on Weibo like this. At first he read two articles carefully, but later he got bored. The introduction and the conclusion were incoherent, the logic was confusing, and there was nothing worth learning from them. “Very sincere.” Although Xu Qingzhou had decided not to read these papers three days ago, he thought that he was taking a break anyway, so he downloaded the document and clicked to open it. and many more. The moment he opened the document, he realized something was wrong. This was not the format of a thesis at all. really. The content is fiction.
Still an irregular novel! Xu Qingzhou's face darkened. He closed the document with a few clicks and immediately put the bastard into the blacklist. Fuck, even if you're carrying some smuggled stuff. When he accidentally saw "him" o "him", he almost vomited his food. Dirty eyes If you read private messages again, I’ll be a dog! Xu Qingzhou shuddered, gritted his teeth and swore, then took a deep breath, quickly put aside all distracting thoughts, and immersed himself in the equation in front of him. First, the Mertens constant is introduced into the calculation of the reciprocal sum of prime numbers, and then a more accurate expression of the Mertens constant is obtained by applying the numerical division technique to the Euler product of the zeta function. 虽然等式左侧在1处发散，但是右侧第二个求和在δ=0处其实是收敛的：∑\left|\frac{1}{\sqrt{2}}log(p>x Ln-1n|p>x。 This paper also used his twin prime theorem. Xu Qingzhou tapped his pen lightly for a while, finally using his knowledge to wash away the dirt he had just seen 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 phones to start chatting. Bavis: "You are worthy of being a boss. Look at what is written on the manuscript paper. I would believe it if it is alien symbols." Farming Expert: "I should say that, he looks so handsome when he's lost in thought!" Bavis: "Isn't he your idol? I'll get his WeChat number for you later." Farming Expert: "Forget it. Idols are something that should only be admired from a distance, not played with." Bavis: "Chuchu, do you still want to play?" Farming expert: "Bah, what are you talking about." First, we use the prime counting function to represent the reciprocal sum. Then we use elementary methods to get a conclusion that is closer to the prime number theorem, that is, if the limit limx→∞π(x)logxx exists, then it is 1. According to Mertens' second theorem, we have: ∑x0 So b+ε≥1. According to the arbitrariness of ε, we get b≥1. Half an hour later, Xu Qingzhou stopped writing. Well, after two days of calculations, he found a problem. The method used in this paper was indeed interesting, but he couldn't calculate it at all because the prime number screening involved was too terrifying. There is only a theoretical possibility of proving it. That feeling is like there is sand and gold grains wrapped in the sand in a desert, and for the gold grains, you have to pick out the sand grains one by one. "Whoo~" Xu Qingzhou let out a breath and put away the manuscript paper on the table. This method was obviously unrealistic. Although I haven't made any progress on my conjecture during this period, I have also gained something. At least I have some ideas. I plan to first refine the ideas that I used when exploring the distribution of prime numbers and twin primes, and derive a more accurate original form of the sieve method based on the sieve method used to prove the twin prime theorem. The most exciting part of the derivation of the twin prime theorem may be the sieve method and the asymptotic formula for the number of twin primes. Gotta make good use of it. There was some progress. Xu Qingzhou nodded with satisfaction and was in a good mood, even though it was drizzling outside and the sky was gloomy. The WeChat message on the computer was jumping. It was a message from Song Yao.
Song Yao: "I asked you to collect the clothes on the windowsill. Did you do it?" Looking at this message, Xu Qingzhou's heart skipped a beat and his expression froze instantly - it was over. When he came back from the research institute in the morning, Song Yao called him and asked him to put away the clothes on the balcony, but he seemed to be thinking about the problem of quantum entanglement at that time and forgot about it. It's okay, it's okay, maybe it's just a drizzle, not heavy Comforting himself in his heart, Xu Qingzhou turned his head, and when he saw the heavy rain outside the window, his heart finally died. Next door, Xu Qingzhou was seen smiling happily, but suddenly he sat up straight, and the expressions on his face combined to form the word "something happened". Not only is there something going on, it’s a big thing! The two girls took out their phones and started chatting again. Farming Expert: "Wow, you look so serious, did you make some important discovery?" Bavis: "I saw online that he was studying the Polignac conjecture. Maybe he has a new idea." Farming Expert: "That means we may be witnessing history!" (End of this chapter)