We will consider wave maps from \((1+d)\)-dimensional Minkowski space to the \(d\)-sphere. For \(d \geq 3\) there exists an explicit self-similar solution that blows up in finite time. Under a certain symmetry assumption the stability of this solution has been established within the last 15 years or so. In this talk I will present current progress on the establishment of stability without any symmetry assumptions. This is joint work with Roland Donninger.
Stability of blowup for wave maps outside of symmetry
15.01.2026 13:30 - 14:30
Organiser:
M. Maliborski, J. Weber
Location:
BZ 9, 9. OG, OMP1
Verwandte Dateien
- Invitation 130 KB