The SFB program expired on September 30, 2008. For the link to the successor project click DK Computational Mathematics
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September 27, 2008

Bibliography

1
M. Burger and W. Mühlhuber.
Iterative regularization of parameter identification problems by SQP methods.
SFB Report 01-18, SFB F013, University Linz, 2001.
2
M. Burger and W. Mühlhuber.
Numerical approximation of an SQP-type method for parameter identification.
SFB Report 01-19, SFB F013, University Linz, 2001.
3
M. Burger and R. Stainko.
Phase-field relaxation of topology optimization with local stress constraints.
Technical Report 2004-35, J. Kepler University Linz, SFB F013, 2004.
4
G. Haase and E. Lindner.
Advanced iterative solvers and optimal design of industrial machine components.
Institutsbericht 543, Institute of Analysis and Computational Mathematics, Johannes Kepler University Linz, July 1998.
5
G. Haase, E. Lindner, W. Mühlhuber, and C. Rathberger.
Optimal sizing and shape optimization in structural mechanics.
Technical Report SFB-Report 03-06, University of Linz, SFB F013, May 2003.
6
U. Langer and C. Pechstein.
Coupled finite and boundary element tearing and interconnecting methods applied to nonlinear potential problems.
Technical Report 06-01, University Linz, SFB F013, 2006.
7
D. Lukáš.
Shape optimization of homogeneous electromagnets.
Poster at the conference Scientific Computing in Electrical Engineerng (SCEE 2000), Warnemünde, Germany, August 2000.
8
D. Lukáš.
Shape optimization of homogeneous electromagnets.
Technical Report 00-30, SFB F013, Johannes Kepler University Linz, Austria, 2000.
9
D. Lukáš.
Multilevel solvers for 3-dimensional optimal shape design.
Poster at the International Workshop on Numerical and Symbolic Scientific Computing 2003, Strobl, Austria, June 2003.
10
D. Lukáš, I. Kopriva, D. Ciprian, and J. Pištora.
Shape optimization of homogeneous electromagnets and their application to measurements of magnetooptic effects.
Poster at the conference Computation of Electromagnetic Fields (COMPUMAG 2001), Evian, France, August 2001.
11
W. Mühlhuber.
Optimal sizing using automatic differentiation.
SFB Report 00-34, SFB F013, University Linz, December 2000.
12
J. Schöberl and W. Zulehner.
Symmetric Indefinite Preconditioners for Saddle Point Problems with Applications to PDE-Constrained Optimization Problems.
SFB-Report 2006-19, Johannes Kepler University Linz, SFB ``Numerical and Symbolic Scientific Computing'', 2006.
13
R. Simon and W. Zulehner.
On schwarz-type smoothers for saddle point problems with applications to pde-constrained optimization problems.
SFB Report 2007-01, Johannes Kepler University Linz, SFB ``Numerical and Symbolic Scientific Computing'', 2007.
14
R. Stainko.
A multilevel approach to the minimal compliance problem in topology optimization.
Technical Report 03-14, J. Kepler University Linz, SFB F013, September 2003.
15
R. Stainko.
An adaptive multilevel approach to stress constrained topology optimization problems.
Technical Report 2004-20, J. Kepler University Linz, SFB F013, 2004.
16
R. Stainko.
An optimal solver for a kkt-system arising from an interior-point formulation of a topology optimization problem.
Technical Report 06-10, J. Kepler University Linz, SFB F013, 2006.




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SpezialForschungsBereich SFB F013 | Special Research Program of the FWF - Austrian Science Fund