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Chapter 57 The true meaning of the cycle (1)

Chapter 57 The Truth of the Circulation (1)

Another week later, the cooperation project of Shi Crystal has been implemented. There are no more people at the base now.

"We seem to be recruiting some new people. Our family business has expanded so much. If there is not enough manpower, it is absolutely impossible." The person who spoke was 015. He was very pleased that the base has become so powerful, but he also knew that while the base has become stronger, the burden on his shoulders has become heavier, especially the Mathematics City has a cooperative project of Time Crystal. The manpower, especially research scholars, is obviously insufficient. Large-scale recruitment is urgently needed.

590 raised his hand and expressed his opinion. "Is our stall too open? Do we need to shrink? You should know that many graduate students from universities are actually unwilling to come to our base to work. Because their supervisors don't like us. Those elm-heads still regard us as escapeists. It actually takes courage to come to our base to work."

015 sighed: "You are right. I am not very popular. Maybe it's because I spent too much time with computers, so I actually lack some experience in people's hearts."

At this time, another person raised his hand, which was 623.

"623, tell me." 015 nodded and pointed his finger at the direction where 623 was.

"Leader, people's hearts are born after all. The reason why the mentors of those schools do not recognize you is that in addition to their disagreement with your philosophy, they are still having too little friendship with their schools and us. If we can send a delegation to visit those schools and lay flowers in the tombs of famous figures in those schools to express our condolences, there is no doubt that our relationship with those schools will be greatly improved, and our base's recruitment work in those schools will undoubtedly be smoother."

"Well, your idea is very good. I actually want to present flowers to someone recently. Your opinion is exactly what I like."

"I wonder, who do the leader wants to present flowers to?"

"Henry Poincaré, in fact, after I learned about his deeds in college, I went to his tomb to offer flowers. In a flash, so many years have passed, I should go and take a look again."

Henri Poincare [1] (jules    henri    poincare, April 29, 1854 - July 17, 1912), a French mathematician, astromechanic, mathematician physicist, and a philosopher of science, was born in Nancy, France, and died in Paris. Poincare's research involves many fields such as number theory, algebra, geometry, topology, astromechanics, mathematical physics, multi-complex function theory, and philosophy of science.

He is recognized as the leading mathematician in the last quarter of the 19th century and the early 20th century, and is the last person to have a comprehensive knowledge of mathematics and its application. Poincaré's outstanding work in mathematics had a profound impact on mathematics in the 20th century and today. His research on celestial mechanics was a milestone after Newton. He was recognized as a theoretical pioneer of relativity because of his research on electronic theory. He is one of the representatives of the "critical school".

Poincaré's research involves many fields such as number theory, algebra, geometry, topology, etc., and the most important work is in the field of function theory. His main work in his early days was to establish the theory of self-conservation functions (1878). He introduced the Fux group and the Klein group to construct a more general basic domain. He used the series named after him to construct a self-conservation function and discovered the utility of this function as a single-valued function of algebraic functions.

In 1883, Poincaré proposed the general single-valued theorem (in 1907, he and Kebe gave a complete proof independently of each other). In the same year, he further studied general analytical function theory, studied the loss of the whole function and its relationship with the coefficients and the growth rate of the absolute value of the function unfolded by Taylor. It formed the basis for the later development of the theory of whole function and subpure function with the Pickka theorem. He was also one of the pioneers of the theory of multi-complex function... Excerpted from (Baidu Encyclopedia)
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