Hua is an internationally renowned mathematician and an important founder of the development of new China mathematics. Hua has made outstanding contributions in a wide range of mathematical fields, such as analytic number theory, matrix geometry, typical groups, automorphic function theory, multiple complex variable function theory, partial differential equations, high-dimensional numerical integration and so on.

2. wolf prize in mathematics winner, Chen Shengshen.

Chen Shengshen's main field of work is differential geometry and its related branches. He also made pioneering contributions in many fields, such as integral geometry, projective differential geometry, minimal submanifolds, grid geometry, total curvature and various immersion theories, external differential forms and partial differential equations.

3. Pick the jewel in the crown of mathematics, Chen Jingrun.

Chen Jingrun only did one thing in his life, and that was Goldbach's conjecture. He has been focusing on this field and has made remarkable achievements. Today, Goldbach conjecture is still a world-class problem. Many mathematicians believe that this problem cannot be solved by the existing mathematical theoretical system unless new mathematical concepts and new mathematical theoretical systems appear.

4. Qiu Chengtong, the first Chinese Fields Prize winner.

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 excellent work finally made him a Fields Prize winner.

5. Su, founder of China School of Differential Geometry.

A world-famous differential geometer and a pioneer of projective differential geometry school, he made contributions to affine differential geometry and projective differential geometry in his early years. He began to study differential geometry in general space in the forties and fifties, and studied yoke network theory in high-dimensional space in the sixties. Since 1970s, he has initiated a new research direction in China-computational geometry! ! Make great contributions to the modernization of mathematics in China.