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.
Training of neural networks as a regularization method.
SFB-Workshop Symbolic and Numerical Scientific Computation, Hagenberg, August 18-20 1999.
2
M. Burger.
Inverse problems for semiconductor devices.
15th Congress of the Austrian Mathematical Society, Vienna, Austria, September 2001.
3
M. Burger.
A framework for the construction of level set methods for shape reconstruction and optimization.
SFB-Conference ``Computational Methods for Inverse Problems'', Strobl, August 2002.
4
M. Burger.
Interface motion with strong anisotropies.
Conference INTERPHASE 2004, Rome, 2004.
5
M. Burger.
Numerical methods for anisotropic surface diffusion.
Conference on Free Boundary Problems, Montecatini, Italy, 2004.
6
M. Burger and B. Hackl.
Level set methods for geometric inverse problems.
Inverse Problems Workshop, Obergurgl, Austria, April 2005.
7
M. Burger, E. Lindner, and W. Mühlhuber.
Automatic differentiation and optimal sizing of industrial components.
Optimization 2001, Aveiro, Portugal, July 2001.
8
M. Burger, E. Lindner, and W. Mühlhuber.
Optimal sizing of industrial components.
2001 SIAM Annual Meeting, San Diego, Ca, July 2001.
9
M. Burger and W. Mühlhuber.
Simultaneous SQP-methods for parameter identification problems.
SFB-Workshop, Strobl, Austria, June 2001.
10
H. Egger.
The inverse problem of option pricing.
Conference on Computational Methods for Inverse Problems, Strobl, August 2002.
11
H. Egger.
The inverse problem of option pricing.
ECMI 2002, Riga, September 2002.
12
H. Egger.
Recovering volatility in the black-scholes model.
MATHMOD 2003, Vienna, February 2003.
13
H. Egger.
Preconditioning iterative regularization methods.
Workshop on Inverse Problems, Obergurgl, April 2005.
14
H. Engl.
Hot stuff: From iron and steel making via inverse problems to finance and academia and business - the industrial mathematics structure in linz.
CAIMS 2005, Kanada, June 2005.
15
H. W. Engl.
Mathematical Modelling and Numerical Simulation: From Iron and Steel Making via Inverse Problems in Finance.
Kick off meeting for a Math Alliance, Kaiserslautern, April 2007.
16
B. Hackl.
Level sets, phase field and topological gradients in inverse problems.
Workshop on ``Level Set Methods for Direct and Inverse Problems'', Linz 2005, September 2005.
17
B. Hackl.
Topological derivative and the level set method for geometric inverse problems.
SIAM Annual Meeting, New Orleans, USA, July 2005.
18
A. Hofinger.
A real-time solution for an inverse Cauchy problem in cardiology.
SFB Status seminar, Strobl, Austria, March 2005.
19
A. Hofinger.
A real-time solution for an inverse Cauchy problem in cardiology.
Obergurgl, April 2005.
20
A. Hofinger.
A real-time solution for an inverse Cauchy problem in cardiology.
SFB Status seminar, Strobl, Austria, 2005.
21
T. Hohage.
Convergence of iterative regularization methods in inverse scattering.
Oberwolfach, September 21-27, 1998.
22
T. Hohage.
Convergence rates of a regularized Newton method for inverse scattering problems.
PIERS98, Nantes, July 13-17, 1998.
23
T. Hohage.
Iterative regularization methods in inverse scattering.
3rd International Conference on Inverse Problems in Engineering, June 1999.
24
B. Kaltenbacher.
Newton's method for nonlinear ill-posed problems.
SFB Workshop, Strobl, September 1998.
25
B. Kaltenbacher.
Identification of piezoceramic material parameters.
GAMM 2000, Goettingen, April 2000.
26
B. Kaltenbacher.
Multigrid methods for the regularization of ill-posed problems.
GAMM 2000, Goettingen, April 2000.
27
B. Kaltenbacher.
Multigrid methods for the regularization of ill-posed problems.
SFB Conference on Inverse Problems, Strobl, June 2000.
28
B. Kaltenbacher.
Identification of nonlinear B-H curves based on magnetic field computations and multigrid methods for ill-posed problems.
GAMM Workshop Kiel on Computational Electromagnetics, January 2001.
29
B. Kaltenbacher.
Multigrid preconditioners for ill-posed problems and their application in the identification of nonlinear B-H curves based on magnetic field computations.
International conference Applied Inverse Problems, Montecatini, June 2001.
30
B. Kaltenbacher.
Regularization of parameter estimation by adaptive discretization using refinement and coarsening indicators.
SFB Conference Computational Methods for Inverse Problems, Strobl, August 2002.
31
P. Kügler.
An iterative regularization method for an inverse problem in the manufacture of car windshields.
SIAM Annual Meeting, Philadelphia, 2002.
32
P. Kügler.
A parameter identification problem of mixed type related to the manufacture of car windshields.
ECMI Meeting, Riga, 2002.
33
P. Kügler.
The sagging process for the manufacture of car windshields as an inverse problem of mixed type.
GlassDays 2002, Wattens, 2002.
34
P. Kügler.
An approach to online parameter estimation in dynamical systems.
Inverse Problems, Helsinki, Finland, 2004.
35
H. K. Pikkarainen.
State estimation approach to nonstationary inverse problems: discretization error and filtering problem.
The Eleventh Inverse Days, Helsinki, Finland, December 2005.
36
H. K. Pikkarainen.
Bayesian approach to inverse problems.
SFB Status Seminar, Strobl, Austria, April 2006.
37
H. K. Pikkarainen.
Convergence rates for the bayesian approach to linear inverse problems.
Inverse Days 2006, Tampere, Finland, December 2006.
38
H. K. Pikkarainen.
Discretization error in dynamical inverse problems.
The Third International Conference ``Inverse Problems: Modeling and Simulation'', Fethiye, Turkey, June 2006.
39
H. K. Pikkarainen.
State estimation approach to nonstationary inverse problems: discretization error and filtering problem.
Inverse Problems in Applied Sciences, Sapporo, Japan, July 2006.
40
H. K. Pikkarainen.
Convergence rates for the bayesian approach to linear inverse problems.
SFB Status Seminar, Strobl, Austria, April 2007.
41
M. Rosenkranz.
A Gröbner bases approach towards solving linear BVP.
SFB Status Seminar Strobl, Austria, April 2002.
42
M. Rosenkranz, B. Buchberger, and H. W. Engl.
Computing the Moore-Penrose-inverse by Gröbner bases.
Conference on Computational Methods for Inverse Problems Strobl, Austria, August 2002.
43
M. Rosenkranz, B. Buchberger, and H. W. Engl.
Solving linear boundary value problems via non-commutative Gröbner bases.
Fourth International SYNASC Workshop Timisoara, Romania, October 2002.
44
M. Rosenkranz and H. W. Engl.
Solving linear boundary value problems via non-commutative Gröbner bases.
Symposium in Honor of Bruno Buchberger's 60th Birthday, Logic, Mathematics and Computer Science: Interactions (LMCS'2002) Hagenberg, Austria, October 20-22, 2002, October 2002.
45
R. Stütz.
Estimation of discontinuous solutions of ill-posed problems using adaptive grid techniques.
SFB Status Seminar Strobl, Austria, March 2005.
46
R. Stütz.
Estimation of discontinuous solutions of ill-posed problems via the moving grid approach.
Workshop Inverse Problems, Obergurgl, Austria, April 2005.




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