Geometry and Topology Seminar

One of fundamental importance in studying nonlinear wave equations is the singularity development of the solutions. Within the context of energy supercritical wave equations, a typical way to investigate singularity development is through the self-similar blowup.

In this talk, we will discuss current work in progress toward establishing the asymptotic nonlinear stability of self-similar blowup in the strong-field Skyrme equation and the quadratic wave equation.