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23rd Distinguished Lecture丨Euler Equations and the Onsager Conjecture

2026-05-11 11:39:58
报告人 时间 10:30-11:30
地点 E14-215 2026
月日 05-22

Time:10:30-11:30, Friday, May 22 2026

Venue:E14-215


HostXu-Jia Wang, ITS

Speaker: Bailing Guo, Institute of Applied Physics and Computational Mathematics

Biography:Prof. Bailing Guo is an academician of the Chinese Academy of Sciences and a renowned expert in applied mathematics and computational mathematics. He serves as a researcher at the Institute of Applied Physics and Computational Mathematics. As a key participant in China's monumental "Two Bombs, One Satellite" project, he has witnessed the entire process of the nation's nuclear weapons program, from its inception to its continuous development and strengthening.

In the field of nonlinear science, he has achieved a series of significant research breakthroughs. He has published over 800 papers in prominent domestic and international journals, authored seventeen volumes of collected papers, and published more than twenty monographs. He has received numerous prestigious awards, including the First Prize of the National Natural Science Award, the Third Prize of the National Natural Science Award, the First Prize for Scientific and Technological Progress from the Commission of Science, Technology and Industry for National Defense, the Second Prize of the Guanghua Science and Technology Award, and the Ho Leung Ho Lee Prize for Progress in Science and Technology. He has made immense contributions to China's national defense construction and the cultivation of scientific talent.

Title:Euler Equations and the Onsager Conjecture

Language: Chinese

Abstract:The talk will be divided into five parts: Euler's biography, the four major characteristics of the incompressible Euler equations, the Onsager conjecture, the non-uniqueness of weak solutions to the three-dimensional Euler equations, and several important open problems. I will primarily introduce the latest research achievements regarding the incompressible Euler equations and the Onsager conjecture.