Asymptotic stability of the solitons of the generalized Kawahara (gKW) equation

Asymptotic stability of the solitons of the generalized Kawahara (gKW) equation

The event passed
26 Feb 2019
Location
Moscow, Ordzhonikidze St., 3, lecture hall No. 495a
About the event

In the last talk (12, February), we proved the Nonlinear Liouville Property for the gKW equation. Using this result, we will show the asymptotic stability of the soliton solutions of gKW equation.  Namely, we prove the following property: if the global solution of gKW is close to a soliton at initial time, then this solution converges (in some sense) to a soliton.

Speaker:  PhD  Kabakouala Andre ( RUDN).

Title: Asymptotic stability of  the solitons of the generalized Kawahara (gKW) equation.

 

 

Related eventsAll events
2025
2 Apr
“The Prepared Witness: Towards the Phenomenology of Protocol Statements”, the speaker — Georgy Chernavin, PhD, professor, National Research University “Higher School of Economics” (HSE University)
2025
28 Mar
“How is an objective representation of the world possible in perception?”, the speaker — Andrei Kochenkov, student, Russian State University of Humanities (RSUH)
2025
16 Jun - 28 Aug
The Digital Pre-University Faculty organises summer schools “Dive into Russian in Moscow” for foreign citizens
2025
26 Mar
International Scientific Seminar “Ecosystem services of urban green roofs”