Who do you think is the most accomplished mathematician in modern China?
Li's research achievement on summation of series is called "Lie identity", and Hua's research achievement on complete trigonometric summation is called "Fahrenheit theorem". In addition, the approximate calculation method of multiple integral proposed by him and Wang Yuan is called "Hua Wang method". Su's research achievements in affine differential geometry were named "Su Cone". Xiong qinglai's research achievements in integral functions and meromorphic functions of infinite order are called "Xiong's infinite order" The research results of the instruction class are called "Chen Instruction Class". Wei Liangzhou's research achievements in algebraic geometry are called "weekly coordinates". There are also Zhou Theorem and Zhou Huan named after him. Wu Wenjun's important achievement in topology is called Wu Formula, and his mechanical proof method of geometric theorem is called Wu Formula. Wang Hao's proposition about mathematical logic is called Wang Paradox, and Ke Zhao's research on Cartland is called Corinthian Theorem. In addition, his research achievements in number theory with mathematicians are called "Ke-Sun conjecture", Chen Jingrun's proposition in Goldbach conjecture is called "Chen theorem", Yang Le's research achievements in function theory are called "Yang-Zhang theorem", Lu Qikeng's research achievements in manifold with constant curvature are called "Lu conjecture", his research achievements in functional integral and invariant measure theory are called "Xia inequality", and Jiang Boju's research achievements in Nelson theory are called. In addition, there is a subgroup named after him. Wang Yutang's research on point set topology is called Wang Theorem.