Skip to content. | Skip to navigation

Personal tools

Theme for TIFR Centre For Applicable Mathematics, Bangalore

Navigation

You are here: Home / Events / Nonlinear dispersive equations as asymptotic models

Nonlinear dispersive equations as asymptotic models

Prof. J C Saut, University of Orsay, France
Speaker
Prof. J C Saut, University of Orsay, France
When Apr 22, 2016
from 03:30 PM to 05:00 PM
Where LH006
Add event to calendar vCal
iCal

Abstract The general idea is to consider various issues concerning nonlinear dispersive equations, by keeping in mind that those equations occur as asymptotic models for more complex systems (water waves, nonlinear optics,..).

The two first lectures will be introductory and will recall briefly how one can derive those asymptotic models from the water waves system and review some basic facts on dispersion. 

The other lectures will focus on more specific topics such as: 

-what are semilinear and quasilinear nonlinear dispersive equations. 

-influence of a "weakly" dispersive  perturbation on nonlinear  hyperbolic equations. 

-long time existence issues. 

-dispersive blow-up. 

-solitary waves.

More information about this event…

Filed under: