In fact, many China mathematicians have not attracted the attention of ordinary people, and more people in related fields know their achievements. Therefore, I want to let you know more about them through my introduction.
Hua
Hua (1910165438+1October 12/June, 98512), a famous mathematician in China, is an academician of China Academy of Sciences. He is the founder of China's research on analytic number theory, canonical group, matrix geometry, automorphism function theory and multivariate complex variable function. He is one of the most influential mathematicians in China in the world and is listed as one of the 88 great mathematicians in Chicago Science and Technology Museum.
Hua is a world-famous mathematician, which has played a great role in promoting the development of world mathematics. The international mathematical research achievements named after Fahrenheit include Fahrenheit theorem, Huai-Hua inequality, Fahrenheit inequality, Prawell-Gardiner theorem, Fahrenheit operator, Hua-Wang method and so on.
Chen shengshen
Chen Shengshen (19110 20041October 26th-1February 3rd, 2002) is a famous mathematician in China, a foreign academician of China Academy of Sciences and an international master of mathematics. Bobby Chen loved mathematics when he was a teenager. He thinks mathematics is both interesting and easy, and he likes to think and develop independently. He often "reads books on his own initiative, not because the teacher has designated any reference books".
Chen Shengshen's mathematical work covers a wide range, including differential geometry, topology, differential equations, algebra, geometry, Lie groups and geometry. He is a master who founded modern differential geometry. As early as 1940s, he combined the methods of differential geometry and topology to complete the Gauss-Bonne general form of Riemannian manifold and the indicator theory of Hermite manifold. He applied the concept of fiber bundle to the study of differential geometry for the first time, and introduced what was later commonly known as Chen characteristic class. It provides an indispensable tool for large-scale differential geometry. Some concepts, methods and tools he introduced have gone far beyond the scope of differential geometry and topology and become an important part of modern mathematics.
Kang Feng
Feng Kang (1September 9, 920-1August 7, 993), born in Shaoxing, Zhejiang Province, is a mathematician, the founder and pioneer of China finite element method, an academician of China Academy of Sciences, the founder, researcher and doctoral supervisor of the Computing Center of China Academy of Sciences.
Feng Kang mainly studies topological groups, generalized functions, applied mathematics, computational mathematics, and scientific and engineering calculations. His "minimum almost periodic topological group" solved the structural representation problem of this kind of Lie group. The functional duality theorem of generalized function and "generalized Merlin transformation" are established. The "difference scheme based on variational principle" creates a finite element method independent of the west. The theory of natural boundary reduction and hypersingular integral equation are put forward, and the natural coupling method of finite element boundary element is developed. On Difference Schemes and Symplectic Geometry systematically opens up a new research field of symplectic geometry calculation method, dynamic system and its engineering application. 1965 published a paper entitled "Difference Scheme Based on Variational Principle", which was regarded by international academic circles as an important milestone in China's independent development of "Finite Element Method". 1997 Feng Kang's symplectic geometry algorithm of Hamiltonian system won the first prize of the National Natural Science Award.
su buqing
Su (1September 23rd, 902—March 7th, 2003/KLOC-0), an academician of China Academy of Sciences, is a famous mathematician and educator in China, and the founder of differential geometry school in China. He is known as "the brilliant mathematical star in the East", "the first geometer in the East" and "the king of mathematics".
Su is mainly engaged in the research of differential geometry and computational geometry, and has made outstanding achievements in the research of affine differential geometry and projective differential geometry, and has made outstanding achievements in general space differential geometry, high-dimensional space yoke theory, geometric shape design and computer-aided geometric design. Since 1927, Su has published more than 60 mathematical papers and monographs 10 at home and abroad, and founded the internationally recognized School of Differential Geometry of Zhejiang University. He has made great achievements in the study of geometry and projective curves in "K- extension space".
Wentsun Wu
Wu Wenjun (19 19-20 17) is a famous mathematician in China. Graduated from Shanghai Jiaotong University, 65438-0949 received his doctorate in France. He has made important contributions in the fields of topological representation and embedding, mathematical mechanization and so on. The latter benefited from his research on the history of Chinese mathematics. This is the first field created by China in the history of modern mathematics, which is called "Wu Fa" internationally.
Wu Wenjun has made great contributions to the main field of mathematics-topology. The demonstrative class and embedded class he introduced are called "Wu demonstrative class" and "Wu demonstrative embedded class", and the relationship between demonstrative classes he derived is called "Wu formula". His work is one of the major breakthroughs in topology around 1950' s, and it has become a classic achievement with far-reaching influence. 1In the late 1970s, he initiated a brand-new field of mathematical mechanization and put forward the "Wu method" to prove geometric theorems by computer, which is considered as a pioneering work in the field of automatic reasoning. He is one of the most influential mathematicians in China, and his work has had a far-reaching impact on the research of mathematics and computer science.
Lu jiaxi
Lu Jiaxi,/kloc-0 was born in Shanghai in June 1935, and/kloc-0 died in Baotou in June 1983. China modern mathematician, winner of the first prize of National Natural Science Award. Lu Jiaxi has been engaged in combinatorial mathematics for a long time. 196 1 year, he finished the paper of Kirkman's quadruple series, then he specialized in Steiner series, created a unique recursive construction method of prime factors, and completed seven papers with the general title of "Disconnected Steiner Ternary Set", which solved the unsolved problem in the international combinatorial design theory research for many years.
Mr. Lu Jiaxi proved the important problems of Steiner series and Kirkman series in the field of combinatorial computing in hard environment. China is a modern mathematician, an expert in combinatorial mathematics, and the first prize winner of the National Natural Science Award. However, just as his amateur research reached its peak, he suddenly died prematurely. His research achievements, his research spirit and his experience are amazing.
Jingrun Chen
Chen Jingrun (1May 22, 933-1March 9096 19096) was a famous mathematician in China. The publication of 1966 "Representing Even Numbers as the Sum of the Products of One Prime Number and No More than Two Prime Numbers" (referred to as "1+2") became a milestone in the study of Goldbach's conjecture. And his published results are also called Chen Theorem. This work also enabled him, Wang Yuan and Pan Chengdong to win the first prize of China Natural Science Award with 1978 * *.
1956 "the problem in the tower" was published, which improved Mr. Hua's results on the theory of prime numbers in the heap. 1979 completed the paper "Minimum Prime Number in arithmetic progression", and extended the maximum prime number from 80 to 16, which was well received by the international mathematics community. 1992 edited Journal of Mathematics and won the first China Mathematics Award. His achievements in studying Goldbach conjecture and other number theory problems are still far ahead in the world, and he is known as "the first person of Goldbach conjecture". He has published 25 research papers and written books such as Interesting Mathematics and Combinatorial Mathematics.
Xiong Qinglai
Xiong Qinglai (1893.09.11~1969.02.03), a pioneer of modern mathematics in China and one of the main pioneers of China's function theory, entered the world history of mathematics with the theory of "Xiong's infinity". Xiong Qinglai devoted himself to academic research and writing, and compiled 10 and other university textbooks, which was the first mathematics textbook written in Chinese at that time. He founded the first modern mathematics research institution in China's modern history-Tsinghua University Mathematics Research Department, the mathematics departments of Southeast University and Tsinghua University University, and the China Mathematics Journal.
As a scholar, Xiong Qinglai took the cultivation of talents as the top priority from his early education work. He always gives money to promising poor students. Yan Jici, a famous physicist, was able to go abroad for further study because he was funded by Xiong Qinglai. When he was young, Hua was unable to go to school after graduating from junior high school because of his poor family. Xiong Qinglai read his paper "On the Inefficiency of the Solution of Professor Su Jiaju's quintic Equation" and found that Hua was a mathematical genius. He immediately invited him to Tsinghua University and arranged for him to be an assistant in the library of the Department of Mathematics, and became a teaching assistant without exception. Later, he was directly promoted to professor and went to study in Britain, which eventually made him an internationally renowned mathematician. Xiong qinglai is both a swift horse and a bole. In addition to climbing the scientific peak in the field of mathematical research, he also intends to help the younger generation to climb another mathematical peak on their shoulders, thus creating a fine tradition of knowing people, loving others and educating people for the China mathematical community. His insight is a model of scientists in China.
summary
In addition to the outstanding mathematicians introduced to you above, there are actually many outstanding mathematicians from China, so I won't introduce them one by one because of the limited space. I hope that if you are interested in these aspects, you can read more stories of these mathematicians, learn the secrets of success in life from their stories, feel their spiritual world, and broaden your knowledge and learn some knowledge about mathematics.
(Content transferred from headline number-Mathematical Jingwei)