Speaker
Mr
Artur Strebel
(University of Wuppertal)
Description
In this talk we present a Davidson type eigensolver combined with the DD-$\alpha$AMG multigrid solver library. The basic Davidson method is adjusted to our multigrid method and the structure of the hermitian Dirac operator in a way that both methods benefit from each other.
We compare the resulting eigensolver with a Chebychev filtered Arnoldi method (PARPACK) and the multi purpose eigensolver library PRIMME based on a variety of scaling and performance studies.
| Title | An Eigensolver for the Hermitian Dirac Operator with Multigrid Acceleration |
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Authors
Mr
Artur Strebel
(University of Wuppertal)
Dr
Matthias Rottmann
(University of Wuppertal)
Prof.
Andreas Frommer
(University of Wuppertal)
Dr
Karsten Kahl
(University of Wuppertal)
