PDE seminar: Selfsimilar solution for fourth order curvature flow equation (A problem with incompatible initial data)
 Date

2013415 16:30 
2013415 17:30
 Place
 Faculty of Science Building #3, Room 309

Speaker/Organizer
 Tomoro Asai (Hokkaido University)

 Our study is the problem of the existence of the selfsimilar
solution for the surface diffusion flow in onedimensional
case with nonlinear boundary conditions.
This problem was proposed by W. W. Mullins '57 to
describe the thermalgrooving.
In this talk, we show the existence of selfsimilar solution
of the differential form of the surface diffusion flow
with linearized boundary conditions.