Hu Mingfu, Feng Zuxun, Jiang Lifu, Chen, Xiong Qinglai, Su,, _, Hua, Wu Wenjun, Chen Jingrun, Qiu Chengtong, Feng Kang, Zhou Weiliang, Xiao Yintang, Zhong Kailai, Xiang Wuzhong, Xiang Wuyi, Gong Sheng, Wang Xianghao, Wu Hongxi, Yan Zhi Da, etc.

1. Hua became a world-class mathematician through self-study. He has made outstanding contributions in a wide range of mathematical fields, such as analytic number theory, matrix geometry, canonical group, automorphic function theory, multiple complex variable function theory, partial differential equation, high-dimensional numerical integration and so on. In these fields of mathematics, he is either a founder or a pioneer!

2. Chen Shengshen, the pioneer of modern differential geometry, won the Wolff Prize for Lifetime Achievement in Mathematics! His outstanding contribution to global differential geometry has influenced the development of mathematics for more than half a century. He founded and presided over three major mathematical research institutes, and trained a group of mathematicians.

3. Chen Jingrun, a student of Hua! Number theorist and Goldbach conjecture expert! The person closest to solving Goldbach's conjecture, namely "1+ 1", has proved "1+2".

4. Qiu Chengtong, a student of Chen Shengshen, won the Phil Mathematics Prize for solving many important differential geometry problems! Qiu Chengtong's first important research achievement was to solve the famous differential geometry problem-Calabi conjecture, and he became famous from then on. He applied differential equations to complex variable functions, algebraic geometry and other fields, and made extraordinary achievements, such as solving the high-dimensional Minkowski problem and proving the Wan Li conjecture. This series of outstanding work finally won him the Fields Prize.