Abstract for the talk at 28.02.2007 (15:15 h)Arbeitsgemeinschaft NUMERIK
Stephan Schwinger (MPI MIS, Leipzig)
Minimal Finite Element Spaces for 2m-th Order Partial Differential Equations in (by Wang M., Xu J.)
In their 2006 paper, Wang and Xu develop a convergence theory for nonconforming finite element methods. Moreover, they explicitly construct consistent FE spaces of minimal polynomial degree for the discretization of the Sobolev spaces for on simplicial meshes.
Their main results will be presented in this talk.