Error estimate for a finite element approximation of the solution of a linear parabolic equation on a two-dimensional surface
Heiko Kröner · arXiv (Cornell University) · 2016
We show that a certain error estimate for a fully discrete finite element approximation of the solution of the heat equation which is defined in a two-dimensional Euclidean domain carries over to the case of a general linear parabolic equation which is defined on a two-dimensional surface.