Ban Zhao, the earliest female mathematician in China, was born in Anling (now Xianyang County, Shaanxi Province) in the Eastern Han Dynasty. She is Ban Biao's daughter and Bangu's sister. Ban Zhao was proficient in mathematics, and was called into the palace when Emperor Wu of the Han Dynasty was in charge of astronomy and mathematics of the Empress Dowager and concubines. In 92 AD, his younger brother Ban Gu died, leaving behind the unfinished Hanshu, among which Wenbiao and Tian Wenzhi were written by Ban Zhao himself. Ma Rong, a university expert, is her student, so is Zheng Xuan, a great mathematician. They are all famous scholars who are "knowledgeable and good at arithmetic".
The story of mathematician Chen Jing Run, a famous mathematician, made great contributions to overcoming Goldbach's conjecture and founded the famous "Chen Theorem", so many people affectionately called him "the prince of mathematics". But who would have thought that his achievement originated from a story?
1937, diligent Chen Jingrun was admitted to Huaying College in Fuzhou. At this time, during the period of War of Resistance against Japanese Aggression, Professor Shen Yuan, director of the Department of Aeronautical Engineering in Tsinghua University, returned to Fujian to attend the funeral, unwilling to stay in his hometown because of the war. Several universities got the news and wanted to invite Professor Shen to give lectures. He declined the invitation. As he is an alumnus of Huaying, he came to this middle school to teach mathematics to his classmates in order to report to his alma mater.
One day, Teacher Shen Yuan told us a story in math class: "A Frenchman discovered an interesting phenomenon 200 years ago: 6=3+3, 8=5+3, 10=5+5, 12=5+7, 28=5+23. Every even number greater than 4 can be expressed as the sum of two odd numbers. Because this conclusion has not been proved, it is still a guess. Euler said: Although I can't prove it, I am sure this conclusion is correct.
It is like a beautiful light ring, shining with dazzling brilliance in front of us not far away. ..... "Chen Jingrun stare eyes, absorbed.
From then on, Chen Jingrun became interested in this wonderful question. In his spare time, he likes going to the library. He not only read the counseling books in middle schools, but also eagerly read the textbooks of mathematics and physics courses in these universities. Therefore, he got the nickname "bookworm".
Interest is the first teacher. It is such a mathematical story that aroused Chen Jingrun's interest and his diligence and made him a great mathematician.
Probability distribution Poisson has been engaged in mathematics teaching and research all his life and has achieved fruitful research results. * * * published more than 300 papers. He has made great contributions to integral theory, planetary motion theory, thermophysics, elasticity theory, electromagnetic theory, potential theory, probability theory and so on. In mathematical physics, Poisson applied mathematics to physics, involving electricity, magnetism, heat, sound, light and many other aspects.
Poisson's mathematical research involves definite integral, finite difference theory, partial differential equation, variational method, series and many other aspects. Klein, a historian of mathematics, pointed out: "Poisson was the first person to integrate along the path on the complex plane." He gave the Poisson summation formula in harmonic analysis. In 18 17, he had a correct understanding of the conditions for the convergence of sequence, and made a detailed explanation in the book. Poisson made an in-depth study of divergent series. When expressing arbitrary functions as trigonometric series and spherical functions, he widely used divergent series to solve superdifferential equations, and deduced an example that calculation with divergent series would produce errors, and established the theory of "quadrature of divergent series". He also transformed many integrals with parameters into power series with parameters. His series of papers on definite integral and his achievements in Fourier series paved the way for the later study of Dirichlet and Riemann.
The above are the stories of some mathematicians, hoping to help you write handwritten newspapers.