Explore the mathematical analysis of water wave stability in this 52-minute lecture by Dmitry Pelinovsky from McMaster University. Delve into pseudo-differential Babenko-type equations and their applications in understanding the complex behavior of water waves. Part of the Fields Institute's applied mathematics series scheduled for Wednesday, April 9, 2025.
Stability of Water Waves via Pseudo-differential Babenko-type Equations
Overview
Syllabus
Stability of water waves via pseudo-differential Babenko-type equations
Taught by
Fields Institute
Related Courses
-
Ordinary and Partial Differential Equations and Applications
-
Equilibrium Solutions and Stability of Differential Equations
-
On the Motion of Water Waves with Angled Crests
-
Stability of Critical Points - Differential Equations
-
The Quartic Integrability and Long Time Existence of Steep Water Waves in 2D
-
Differential Equations
