Alt tag
Stability of Nonlinear Waves in Integrable Hamiltonian PDEs is part of the PIMS Applied Mathematics Seminar Series in the Department of Mathematics and Statistics.

PIMS Applied Mathematics Seminar

Stability of Nonlinear Waves in Integrable Hamiltonian PDEs

Event

Pacific Institute for the Mathematical Sciences (PIMS) Applied Mathematics Seminar Series: Stability of Nonlinear Waves in Integrable Hamiltonian PDEs

Friday, Jan. 27, 2017
3:30 p.m.
Room 106 Biology Building

Guest Speaker:

Professor Dmitry Pelinovsky, Department of Mathematics & Statistics, McMaster University

Abstract: 

Many Hamiltonian PDEs (KdV, NLS, KP, MTM) are integrable with the inverse scattering transform method. In particular, they exhibit innitely many conserved quantities, Backlund-Darboux transformations, solvability with the associated linear systems, and other properties. I will show how to use these properties in order to study the stability problems of nonlinear waves which cannot be solved in general non-integrable Hamiltonian PDEs.

More information:

PDF of poster

Facebook Event Page


Upcoming Events

Recalibrating Canada’s Immigration Architecture: Insights from Research on Economic Inclusion and Institutional Mediation

Feb 5, 2026
The 54th Annual Sorokin Lecture is presented by Dr. Rupa Banerjee (PhD)

The Masquerade!

Feb 7, 2026
The annual big band dance returns at the iconic Manhattan Ballroom

Women Plus Water Conversation: Women + Cryospheric Decade

Feb 11, 2026
An event in recognition of the International Day of Women and Girls in Science

 

See all events