First of all, the experience of Xu Chenyang.
(1) 198 1, Xu Chenyang was born in Chongqing; 1999 was selected into the national mathematics training team; In the same year, he entered the Peking University Institute of Mathematical Sciences; He received his bachelor's degree in 2002, and then continued to study as a graduate student in Peking University, studying under Academician Tian Gang; In 2004, he obtained a master's degree from Peking University; In 2008, he received his Ph.D. in mathematics from Princeton University, then went to MIT for postdoctoral research, and then entered the University of Utah for one year.
(2) Returned to Peking University on 2012 and joined the Beijing International Mathematical Research Center; 20 13 became a professor at Beijing international mathematics research center; 20 14 was supported by the National Science Fund for Distinguished Young Scholars and awarded to distinguished professor, Peking University. 20 16 was selected as the leading talent of young and middle-aged scientific and technological innovation; 20 17 was elected as the only young mathematician in China (as of 2065438+07); 20 18, entered the mathematics department of MIT full-time.
Second, the main achievements of Xu Chenyang
Xu Chenyang's main research achievements include the boundedness theory of general logregular pairs, which proves the ascending chain conjecture of logregular threshold, greatly promotes the three-dimensional minimal model program with positive characteristics, breaks through the minimal model program of logregular singularities, solves the problem that the regular polarization clusters in the preface of geometric invariant theory do not have asymptotic circumferential stability and compactness, and systematically studies and develops the dual complex theory.