Academic Lin Fanghua has made outstanding contributions in mathematical fields such as geometric measurement theory, partial differential equations and geometric analysis. Especially in the equation properties of liquid crystal lattice combination, he has made great academic achievements and is recognized as a representative in this field.
1990, at the international congress of mathematicians held in Kyoto, Japan, Lin Fanghua, who was only 3 1 year old, was invited to give a 45-minute academic report. This was after mathematicians Wu Wenjun and Chen Jingrun were invited to give lectures (both during the Cultural Revolution, but unfortunately they couldn't make it). More than 65,438+00 years later, China mathematicians were finally invited to give a talk at the Supreme International Congress of Mathematicians.
Lin Fanghua's recent research work mainly focuses on the Ginzburg-Landau equation and harmonic mapping which describe the physical properties of superconductivity and superfluidity.
In 2005, he was elected as a member of the American Academy of Science and Arts.
In 2004, Chen Shengshen Award (the 3rd World Congress of Chinese Mathematicians)
In 2002, the Bosch Memorial Award was awarded by the American Mathematical Society (together with Tao Zhexuan and Daniel Tata).