Technische Universit¨at Graz - Institut für Numerische Mathematik
Technische Universit¨at Graz - Institut für Numerische Mathematik Technische Universit¨at Graz - Institut für Numerische Mathematik
Technische Universität Graz Institut für Mathematik D (Numerik und Partielle Differentialgleichungen) Steyrergasse 30 A 8010 Graz WWW: http://www.numerik.math.tu-graz.ac.at c○ Alle Rechte vorbehalten. Nachdruck nur mit Genehmigung des Autors.
Programm Sonntag, 25.9.2005 15.00–16.30 Kaffee 16.30–16.35 Eröffnung 16.35–17.05 B. Carpentieri (Graz) A matrix–free two–grid preconditioner for solving boundary integral equations in electromagnetism 17.15–17.45 G. Of (Stuttgart) Boundary Element Tearing and Interconnecting Methods in Linear Elastostatics 18.30 Abendessen Montag, 26.9.2005 9.00–9.30 M. L. Zitzmann (München) Hierarchical Algorithms for PEEC based EMC Simulations 9.45–10.15 A. Buchau (Stuttgart) FMM based solution of non–linear magnetostatic field problems 10.30–11.00 Kaffee 11.00–11.30 C. Pechstein (Linz) Coupled FETI/BETI for nonlinear potential problems 11.45–12.15 K. Straube (Stuttgart) Approximate hierarchical Cholesky decomposition of sparse matrices arising from curl–curl equation 12.30 Mittag 15.00–15.30 Kaffee 15.30–16.00 J. Djokic (Leipzig) Efficient Update of Hierarchical Matrices assembled by ACA and HCA 16.15–16.45 U. Kähler (Chemnitz) H 2 matrix based Wavelet Galerkin BEM 17.00–17.30 C. Fasel (Saarbrücken) Numerical solution of nonlinear parabolic inequalities with an application in ice sheet dynamics 18.30 Abendessen 5
- Page 1: Technische Universität Graz Worksh
- Page 6 and 7: Dienstag, 27.9.2005 9.00-9.15 Z. An
- Page 8 and 9: A matrix-free two-grid precondition
- Page 10 and 11: Dirichlet/Neumann Laplace Solver fo
- Page 12 and 13: Numerical solution of nonlinear par
- Page 14 and 15: H 2 matrix based Wavelet Galerkin B
- Page 16 and 17: Coupled FETI/BETI for Nonlinear Pot
- Page 18 and 19: An adaptive cell generation for ela
- Page 20 and 21: Alternative representations of volu
- Page 22 and 23: Hierarchical Algorithms for PEEC ba
- Page 24 and 25: 11. Sarah Engleder Institut für Ma
- Page 26 and 27: 31. Dipl.-Math. Katharina Straube R
Programm<br />
Sonntag, 25.9.2005<br />
15.00–16.30 Kaffee<br />
16.30–16.35 Eröffnung<br />
16.35–17.05 B. Carpentieri (<strong>Graz</strong>)<br />
A matrix–free two–grid preconditioner for solving boundary<br />
integral equations in electromagnetism<br />
17.15–17.45 G. Of (Stuttgart)<br />
Boundary Element Tearing and Interconnecting Methods<br />
in Linear Elastostatics<br />
18.30 Abendessen<br />
Montag, 26.9.2005<br />
9.00–9.30 M. L. Zitzmann (München)<br />
Hierarchical Algorithms for PEEC based EMC Simulations<br />
9.45–10.15 A. Buchau (Stuttgart)<br />
FMM based solution of non–linear magnetostatic field problems<br />
10.30–11.00 Kaffee<br />
11.00–11.30 C. Pechstein (Linz)<br />
Coupled FETI/BETI for nonlinear potential problems<br />
11.45–12.15 K. Straube (Stuttgart)<br />
Approximate hierarchical Cholesky decomposition of sparse matrices<br />
arising from curl–curl equation<br />
12.30 Mittag<br />
15.00–15.30 Kaffee<br />
15.30–16.00 J. Djokic (Leipzig)<br />
Efficient Update of Hierarchical Matrices assembled by ACA and HCA<br />
16.15–16.45 U. Kähler (Chemnitz)<br />
H 2 matrix based Wavelet Galerkin BEM<br />
17.00–17.30 C. Fasel (Saarbrücken)<br />
Numerical solution of nonlinear parabolic inequalities<br />
with an application in ice sheet dynamics<br />
18.30 Abendessen<br />
5
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