Seminar on Qualitative Theory of Differential Equations - Marek Fila (5.12.2019)
Thursday 5.12.2019 at 14:00, Lecture room M/223
By: Pavol Quittner
Rate of convergence in the large diffusion limit for the heat equation with a dynamical boundary condition
We study the heat equation on a half-space or on an exterior domain with a linear dynamical boundary condition. Our main aim is to establish the rate of convergence to solutions of the Laplace equation with the same dynamical boundary condition as the diffusion coefficient tends to infinity.
This is a joint work with K. Ishige, T. Kawakami and J. Lankeit.