华罗庚英语简介.doc
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1、华罗庚英语简介 华罗庚简介Hua Luogeng (1910.11.12-1985.6.12), was born in Changzhou, Jiangsu Jintan District, native of Jiangsu Danyang. Mathematician, academician of the Chinese Academy of Sciences, foreign academician of the National Academy of Sciences, academician of the Third World Academy of Sciences, and
2、a member of the Federal Bavarian Academy of Sciences. China s first to sixth National People s Congress Standing Committee.He is the founder and pioneer of the Chinese analytical number theory, matrix geometry, typical group, self-congruence function theory and multiple complex function theory, and
3、is listed as the Chicago Science and Technology Museum in todays world of 88 maths of the great one. Internationally to Fahrenheit named mathematical research results are Fahrenheit Theorem, Fahrenheit inequality, China - Wang method and so on.华罗庚个人贡献Hua Luogengs early research field is analytic num
4、ber theory, his achievements in the analysis of the number of theory is particularly well known, the internationally renowned Chinese analytical number theory school that Hua Luo Geng founded school, the school for the distribution of prime number and the idea of the Goldbach Many major contribution
5、s.Hua Luogeng is also the founder and pioneer of Chinese analytical number theory, matrix geometry, typical group, self-governing function theory and so on.Hua Luogeng in the multi-variable function theory, the typical group of research leading Western mathematics community for more than 10 years, i
6、s the internationally renowned typical group of Chinese schools.To create a Chinese mathematics school, and lead to achieve world-class level. Cultivate a number of outstanding young people, such as Wang Yuan, Chen Jingrun, Wan Zhe first, Lu Qikeng, Gong Sheng and so on.Scientific researchIn the int
7、ernational fossilization of the mathematical research results are Fahrenheit Theorem, Huaiyi - China inequality, Fahrenheit inequality, Plauville - plus the Chinese theorem, Fahrenheit operator, - Wang method and so on.The 20th century, 40 years, to solve the Gaussian complete triangle and the estim
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