M. Gößwein

collaborators

2 papers

math.AP2024

Large time behavior of exponential surface diffusion flows on $R$

Yoshikazu Giga, Michael Gösswein, Sho Katayama

We consider a surface diffusion flow of the form $V = \partial_{s}^{2} f (- κ)$ with a strictly increasing smooth function $f$ typically, $f (r) = e^{r}$ , for a curve with arc-length parameter $…

math.AP2019

Non-linear Stability of Double Bubbles under Surface Diffusion

Harald Garcke, Michael Gößwein

We consider the evolution of triple junction clusters driven by the surface diffusion flow. On the triple line we use the boundary conditions derived by Garcke and Novick-Cohen as…

Large time behavior of exponential surface diffusion flows on R

Non-linear Stability of Double Bubbles under Surface Diffusion

Large time behavior of exponential surface diffusion flows on $R$