Date: March 26, 2017
Time: 10:00a.m.
Venue: Room 224 in Nanhai Building
Speaker: HE Hai-long
Sponsor: School of Information Science and Technology / School of Cyber Security
Topic: Fredholm Property of Operators from Landau-Ginzburg Model

ABOUT LECTURE
In this talk, we discuss the Fredholm property of a sort of differential operators with degenerate asymptotic. As an application, we verify the Fredholmness of the linearized operator of zeta-instanton equations in Landau-Ginzburg model.

ABOUT LU HE HAI-LONG.

Dr. He graduated from the Department of Mathematics of Nanjing University in 2003 and has worked as a postdoctoral researcher at the Institute of Chen Xingshen Mathematical Sciences in Nanjing University and Institute of Modern Mathematics Research in Nankai University, now he works as an associate professor of Nanjing Normal University. His research involves dynamic systems, symplectic geometry and mathematical physics. In particular, he has got good achievements in terms of the reduction theory of quasi-periodic linear systems, the related problems of Floer cohomology, the construction of Gromov-Witten invariants, the relationship between the Fukaya category and the sympathy field theory by worked independently or cooperated with others, and has hosted the National Natural Science Foundation of Youth and some projects.

Welcome to attend!