Beginning2019-06-03 16:00:00
Ending2019-06-03 17:00:00
Event titleColloquium-Monodromy aspect of generalized Lame equation with eliiptic KdV potential
Speaker郭庭榕 助理教授 (國立臺灣師範大學)
PlaceLecture Room B, 4th Floor, The 3rd General Building
DescriptionClick here to read
Attached file File download Adobe PDF
Reference link 
In this talk, I will talk about a nonlinear partial differential equation so called the mean field equation originated from conformal geometry. In some critical case, the issue of existence of solution or not is highly nontrivial. It turns out that it is dependent on the monodromy structure of a complex linear ordinary differential equation so called the Lame equation.
I will give a criterion of existence of solution to the mean filed equation through the study of monodromy group of the Lame equation. A generalized case will be related to stationary elliptic KdV solution which will also be mentioned in this talk.
Last Update Time2019-05-29 09:10:32
Decorative image
cron web_use_log