Adaptive FEM for eigenvalue problems

V. Heuveline and R. Rannacher
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V. Heuveline: University of Heidelberg, Institute of Applied Mathematics
R. Rannacher: University of Heidelberg, Institute of Applied Mathematics

A chapter in Numerical Mathematics and Advanced Applications, 2003, pp 713-722 from Springer

Abstract: Summary This paper describes the application of the “dual weighted residual method” for a posteriori error estimation to the Galerkin finite element approximation of elliptic eigenvalue problems. This method employs concepts from optimal control theory to derive identities for the error in the eigenvalues and eigenfunctions in terms of primal and dual residuals. The details can be found in [8].

Date: 2003
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DOI: 10.1007/978-88-470-2089-4_64

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