Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
The Meaning of Mathematics
May 30, 2020 is China's fourth National Science and Technology Workers' Day. On this special day, in order to promote public awareness of mathematics, the Chinese Mathematical Society, in conjunction with the Chinese Society for Industrial and Applied Mathematics, and the Operations Research Society of China, invited Nanhua XI, who is the Vice President of the Chinese Mathematical Society, to present an online public talk entitled "The Meaning of Mathematics” .There were 17,000 audiences participated in the talk.
The Video link of the talk: http://www.eeo.cn/live.php?lessonKey=4996239ad0c872a5
Nanhua XI was born in Yingde, Guangdong in March 1963, a mathematician. He was graduated from Hunan Huaihua Teachers College (now Huaihua College) in Mathematics in 1981. From 1982 to 1988, he studied in the Department of Mathematics, East China Normal University, Shanghai, and received a master's degree (1985) and a doctorate (1988). He is currently a Professor at the Academy of Mathematics and Systems Science, Chinese Academy of Sciences. He was elected as an academician of the Chinese Academy of Sciences in 2009.
Nanhua XI is engaged in the research of algebraic groups and quantum groups. He proved Lusztig's conjecture on the base ring of the two-sided cell for the case of the affine A-type Weyl groups; established the necessary and sufficient conditions for the Deligne-Langlands conjecture on the affine Hecke algebra. Cooperating with Lusztig, he discovers the canonical left cell; cooperating with T. Tanisaki, he proves Ginzburg's conjecture for affine A-type Heck algebras; he proves that Ginzburg's conjecture holds on the field of rational numbers. It is proved that the properties of the finite-dimensional representations of the quantum group at the non-unit root of characteristic p are similar to the representations of the algebraic group of characteristic 0; gives a clear and concrete realization of the irreducible representation of the quantum group at the unit root; working with Chari, he constructs the mononial basis of the quantum group; calcultes some canonical basis; studies the root vectors and its commutative formula. He enlightens the research direction of infinite dimensional representations for the algebraic group on the positive characteristic field. Published the first and second volumes of books, "Basic Algebra". In 2001, he was awarded the Silver Medal of Morningside Mathematics. In 2005, he was awarded the Chern Mathematics Prize of the Chinese Mathematical Society. In 2007, he was awarded the second prize of the National Natural Science Award.
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