Chen Jingrun's life
Chen Jingrun, 19 12, from Fujian, China. He showed his talent and interest in mathematics since he was a child. He began to study mathematics as a teenager, and in 1936,/kloc-0 won the highest honor in China mathematics circle-chinese mathematical society Gold Award.
Chen Jingrun received his Ph.D. from Princeton University in the United States on 1945, becoming the first China mathematician to receive his Ph.D. in the United States. His study experience at Princeton University exposed him to the latest achievements of western mathematics and had a far-reaching impact on his mathematical research.
Chen Jingrun's groundbreaking research.
Chen Jingrun has made many pioneering contributions in the field of mathematical research. One of the most famous is his work in the field of differential geometry. He put forward Chen-Poincare conjecture, and finally proved a special case of this conjecture. This conjecture has aroused widespread concern in the field of mathematics and is considered as an important problem in the field of differential geometry.
Chen Jingrun's proof method introduces a new mathematical tool called Chen-Poincare manifold. This concept has caused revolutionary changes in mathematics and opened up new research fields. Chen Jingrun's work not only has an important influence on the field of mathematics, but also has a far-reaching influence on other scientific fields.
Chen Jingrun's Mathematical Heritage
Chen Jingrun's pioneering research laid a solid foundation for the development of mathematics in China. His work not only had a wide influence in academic circles, but also inspired many young mathematicians to continue to explore the mysteries of mathematics.
Chen Jingrun won many honors and awards in his life, including the China Academy of Sciences and the National Academy of Sciences. His achievements are widely recognized, and he is known as the pioneer of mathematics in China.