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Replay 07: Opening the Temple of Learning

Replay 07: Opening the Temple of Learning

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Chapter 274: Laboratory Upgrade, Super System

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Chapter 274: Laboratory Upgrade, Super System

Chapter 274 Laboratory Upgrade, Super System Chapter 273 (The number is wrong and cannot be modified) At this time, Lu Shan had become the true number one in mathematics in the Xia Kingdom. This is not only the official definition, but also the definition of the people. The control of public opinion has already shown initial results. Many platforms have introduced relevant management regulations, which have to some extent curbed the rampant behavior of online cyber-trolls. It is unrealistic to expect the platform to completely eliminate the water army. Some platforms even have their own water army, not to mention the water army and studios supported by other overseas capital. But as long as there is some containment, it will be fine. As I said, if you want to do the dirty work, just do it, but don't do it openly. It's your ability not to get caught, but if you get caught, you will have to bear the consequences. Looking at his points at this moment, Lu Shan felt like a nouveau riche. Two papers, various presentations, etc. earned [10231] points, and the remaining points are [14154] [Academic works and scientific and technological products: early scientific and technological achievements folding, topological semimetal memory, Landau-Siegel zero theorem, Riemann hypothesis] 【Have the spirits of scientists: Henri Poincare, Turing】

[Laboratory level: LV2, economical laboratory] [Academic and technology points: 14154 points] [Heroic Spirit Slot: 2 (empty 0)] Lu Shan spent 1000 points to upgrade the Singularity Laboratory. The result of the upgrade was [Laboratory Level: LV3, Fine Laboratory] [Heroic Spirit Slot: 3 (empty 1)] [The laboratory area has been expanded to 100 square meters (including two bedrooms), with a small garden of square meters] The Riemann hypothesis is truly the jewel in the crown of mathematics. When I explained it to that group of scientists, the points they earned after being inspired were truly astonishing. However, Lu Shan began to worry. Human wisdom and ability to accept are limited. The next time he made some remarkable academic achievements, would those people still be able to understand it? Afterwards, Lu Shan laughed at himself for worrying too much. The older generation didn’t understand, and neither did the younger generation. The same group of people, just because they didn’t understand before, doesn’t mean they won’t understand in the future. As long as humans continue to reproduce, there will be new people learning from your achievements and using your achievements, so you don't have to worry about the points stagnating. Maybe everyone will be smarter in the future and you will earn more points faster. "Reproduction is indeed of great significance. How can civilization be passed on without population? The larger the base, the more complete the inherited civilization will be, such as the Xia Kingdom." Lu Shan couldn't help but sigh, and then saw the previous task three, which was [The profit obtained from topological semimetals exceeds 1 million]. A mere 10 million, why did it seem like so much at the time? Once you get serious about it, it’s not that hard to earn. Maybe it’s still a little difficult for the system to give you a small goal. Regardless, Turing survived for another year, until March 2011. After all the trouble, the remaining points were 13154, which was a lot. Lu Shan saved them as he didn't need them for the time being. He even talked to Singularity Lab with expectation and asked if they could give him some interest. Of course, there was no response. It was a little awkward, but not a big problem. Lu Shan entered the upgraded Singularity Laboratory. The furnishings inside had not changed much, except that the area had become larger. The view outside the laboratory window was no longer pitch black or white, but a garden. Although there is no concept of time in Singularity Lab, there are still day and night. It is daytime now, so the scenery inside the garden is clear at a glance.

It is called a garden, but in fact it is just a green meadow, but this has made Poincare and Turing very satisfied. "Dear Lu Shan! Thank you for providing me with this garden! The green is so pleasing to the eyes, and the air is so fresh! You don't know that the previous laboratory was like Count Dracula's coffin! Because Alan is Dracula!" Poincare complained. Even though Lu Shan was calm, he still felt that such complaints were a bit too much. But when I saw Turing's melancholy eyes, pale skin, and gentleman's three-piece suit, standing there elegantly, I suddenly felt that what Poincare said seemed to be right. Turing was not angry. He glanced at Poincare and thanked Lu Shan in a gentle voice: "Thank you, Mr. Lu Shan, for freeing me from the slaughterhouse-like laboratory. Staying in a room with animal smell for a long time really makes me feel unhappy." "You said I was a butcher?" "I said you were a pig." "I want to duel with you!" Pigs are extremely lowly creatures in France, and the most vicious insult to people is "pig". There is even a law in France that prohibits calling Napoleon a pig, otherwise you will be punished. Of course, it is not acceptable to use other words to insult this great man of France, but the fact that the word "pig" was banned by law shows that this is a good word. Of course, it was not good for Poincare to say that Turing was the vampire Count Dracula, and neither of them could get the upper hand. Seeing this, Lu Shan quickly took out the food he bought, which made the two shut up. Lu Shan was thinking about how to decorate the garden, so he asked for their opinions. "I want a recliner! A table that can make coffee, and preferably one that can cook French food!" Poincare made his request impatiently. Turing thought for a moment and said, "I want rose seeds and equipment to make chiffon cakes." "Yes, yes, yes. Then I want iris and lavender seeds." Lu Shan wrote them down one by one, but he also complained in his heart that foreigners are just foreigners, they just grow flowers and grass. If he is a Xia person, he will have to eat vegetables, because the racial talents are different. In fact, Poincare and Turing had overlapping needs, but in order to avoid quarreling, Lu Shan decided to buy one for each of them. After all, they were not short of money. Poincare finished his bean cake and was very satisfied. Turing finished his pancake and stopped talking nonsense with Poincare. He talked to Lu Shan about the new system. The improvement of programming logic brought by the Riemann hypothesis is amazing. Using the logic in it can make the system more intelligent. The previous system used the Siegel zero problem as a basis and was almost done. Now Turing wants to make things perfect. I would like to emphasize again here that I will not explain the relationship between mathematics and other subjects in the future. Mathematics is really the foundation of all subjects. The essence of mathematics is the generalization of phenomena, and the logic based on this is the logic of computer programming. Contain, be included, what to do if other situations arise, how to react when encountering certain conditions, this is the logic of the program, and mathematical theorems can make complex phenomena more refined. The difference between using the results of the Riemann hypothesis to build a system and not using the Riemann hypothesis to build a system is roughly the difference between primitive society and modern society. The same thing can be solved faster using a system based on the Riemann hypothesis, not to mention the issue of security. A considerable part of the Riemann hypothesis deals with pairs of twin prime numbers. The gap in strength between countries is always the gap in mathematical level, including both theoretical level and application level. Especially in modern society, where countless contents use computers extensively to build models and simulations, mathematics becomes even more important. After listening to Turing's new ideas, Lu Shan thought about it for a while and put forward three requirements.

The first point is absolute safety. Although we now have the results of the Riemann hypothesis, we cannot relax. After all, the world's mathematician teams are not pushovers. With years of mathematical background, they can build high-quality teams. If many teams work together, perhaps there will be a major breakthrough soon. Lu Shan’s advantage now is that he fully understands the Riemann hypothesis and can apply it, so he must transform it as soon as possible. In this way, even if the West can fully understand the Riemann hypothesis in the future (which is highly unlikely), it will be meaningless because the results will come out too late and have no market. For example, Lu Shan developed a very cool system, and everyone used it and established their own ecological chain. Later, the West also developed a system based on the Riemann hypothesis, but the market was long gone. Due to the time difference, Lushan’s system has been updated several times, and the accumulated customers have become sticky. Isn’t Penguin just a social software company? What's the technical difficulty of this thing? But if someone wants to start a new business, they will definitely not be able to compete with Penguin. No one will give up what they are used to for the same thing. Lu Shan’s second requirement is absolute intelligence. This involves the issue of algorithms, which is the era of big data that will be very popular in the future. The difference is that with the support of the Riemann hypothesis, the system can more accurately locate customers and provide more accurate customer portraits. It can be accurate and precise while using the least computing power and the lowest cost. What Lu Shan wanted was something that could be done with a computer of ordinary configuration, while the West needed a very powerful computer to do it. With the same resources, we must use them more thoroughly, and use one resource to achieve the effect of three resources. This is the meaning of intelligence. If the intelligence is not achieved purely by computers and the powerful computing power of servers, how much would such a product cost? How can ordinary people afford it? The last requirement is simplicity, convenience and inclusiveness. Specifically, the system interface should be clean and simple, and all needs can be met with just a few software and buttons. It cannot be long and boring like previous systems. There is one software for connecting to the network, another for surfing the Internet, and another for playing movies. It would be best if all functions were placed in one software (interface). Just tell the system what you want to do, and the system will give you feedback. Strong inclusiveness means that any third-party software can be used and its performance can be maximized. It is not easy to do this. To put it bluntly, your system needs to have a thorough understanding of the third-party software. This involves the field of cracking. If it were in the past, it might have been a little tricky, but according to the current situation, as long as the Riemann hypothesis is used well, it should not be difficult. Turing kept writing down all these requests and also proposed more specific ideas. There were no other objections to the general direction. Lu Shan's ideas had already included Turing's ideas. "So where exactly should we test the waters?" (End of this chapter)

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