Professor Wu Da Miao Shuang won the highest prize of Chinese Mathematics

The Yangtze River Daily Da Wuhan Client News (Reporter Hu Yihua Intern Li Yao) On July 31, at the opening ceremony of the Ninth World Chinese Mathematical Conference held in Nanjing, the three major awards of the World Chinese Mathematical Alliance were awarded: ICCM Mathematics Award The Chen Provincial Sports Award and the John Cotton International Cooperation Award (formerly ICCM International Cooperation Award), and for the first time, awarded the ICCM Mathematical Contribution Award. Miao Shuang, a professor at the 36 -year -old School of Mathematics and Statistics of Wuhan University, won the ICCM Mathematics Silver Award to recognize his important contribution to the issue of non -linear partial discipline in fluid mechanics and general relativity.

Miao Shuang, a professor at the School of Mathematics and Statistics of Wuhan University, won the ICCM Mathematics Silver Award.

The ICCM Mathematics Award, formerly known as Chenxing Mathematics Award, was first awarded in 1998. It is the highest award in the world of Chinese mathematics in the world. It commends outstanding achievements in basic mathematics and applied mathematics in the age of 45, as well as outstanding contributions to promoting the development of mathematics. Chinese mathematician.

As of the end of 2021, a total of 21 Mathematics Awards and 35 Mathematical Silver Awards were awarded. At the Ninth World Chinese Mathematical Conference, Peking University, who officially returned to teach in January this year, won the gold award, and five people including Miao Shuang and Tsinghua University Wu Hao won the silver award. Professor Miao Shuang also became the first person to win the award in Wuhan.

The World Chinese Mathematical Congress (ICCM) was established in 1998 by Qiu Chengtong, a well -known international mathematician, aiming to strengthen the connection between Chinese mathematicians at home and abroad and promote the common development of Chinese mathematics and world mathematics science. The conference was held every three years.

In an interview with the Yangtze River Daily reporter on August 2, Professor Miao Shuang said: "Getting this honor is a new starting point for me."

Miao Shuang is studying.

Miao Shuang's research field is a mathematical theory of non -linear bisiruscular partial differential equations. This type of equation can describe many important physical objects, as small as the structure of basic particles, as large as the operation of celestial bodies, and indispensable electromagnetic theories and aerodynamics in modern society.

His research has attracted the attention of colleagues at home and abroad. "This is more professional, which is actually closely related to us." Miao Shuang explained that, for example, two people who are tens of miles can hear each other. This is because of the spread of electromagnetic waves. The mathematical theory of the equation; for example, why the aircraft can fly, this is the use of the principle of air dynamics, which is also the object described by the differential equation.

In Miao Shuang's view, "everything in life is related to mathematics, and mathematics can be seen everywhere. It is the basis of natural science."

Choosing the path of mathematics is actually accidental. When Miao Shuang was in elementary school, he had a strong interest in mathematics. When he is in college, he will choose to go to the library to check the information when he goes to college.

Sometimes, there are many ways to solve the idea of ​​a mathematical problem, and even when different books tell the same concept, there will be different ideas. Miao Shuang will repeatedly think about it, and will also ask the classmates and colleagues and teachers to listen to the opinions of others. After a certain accumulation, it will suddenly be open -minded. "That is a very happy thing."

Now that primary and secondary school students study mathematics, the more popular approach is to "brush the questions." In Miao Shuang's opinion, learning mathematics requires questions, but it is not a repeated problem with acupuncture without acupuncture. Instead, think more on the basis of doing questions and discuss with classmates and teachers. Concept and theorem.

【Edit: Zhang Jing】

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