Publications
Articles in refereed journals
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A. Neubauer, T. Hein, B. Hofmann, S. Kindermann and U. Tautenhahn
Improved and extended results for enhanced convergence rates of Tikhonov regularization in Banach spaces
accepted for Applicable Analysis
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S. Kindermann and M. Janicki
The heat transform and its use in thermal identification problems
Electr. Trans. Numer. Anal. (ETNA), Vol. 35, pp 164--184, (2009)
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M. Janicki and S. Kindermann.
Recovering temperature dependence of heat transfer coefficient in electronic circuits
Inv. Prob. Sci. Eng., 1741-5985, Vol. 17, (8) pp. 1129--1142, (2009)
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S. Kindermann.
Bounded variation regularization using line sections
Numer. Func. Anal Optim. vol. 30, pp 259-288, (2009)
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F. Bauer and S. Kindermann.
Recent Results on the quasi-optimality principle
J. Inv. Ill-posed Probl. 17, Issue 1 (2009), 5-18.
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L. He, S. Kindermann, M. Sini
Reconstruction of shapes and impedance function using
few farfield measurements,
J. Comp. Phys, Vol 228, Issue 3, (2009), 717-730.
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M. Janicki, S. Kindermann, P. Pietrzak and A. Napieralski
Estimation of local temperature dependent heat transfer coefficient
for dynamic thermal analysis of electronic circuits,
Journal of Physics: Conference Series 135 (2008) 012053
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V. Capasso, H. W. Engl and S. Kindermann
Parameter identification in a random environment exemplified by
a multiscale model of crystal growth.
SIAM Mulit. Mod. Sim. 7, Nr. 2, pp 814-841 (2008)
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S. Kindermann and A. Neubauer
On the convergence of the quasi-optimality criterion for (iterated) Tikhonov
regularization
Inv. Prob. Imag., 2, Nr. 2, pp 291-299, 2008
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F. Bauer and S. Kindermann.
The quasi-optimality criterion for classical inverse problems
Inverse Problems, 24, 035002 (20pp) 2008.
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S. Kindermann, P. Mayer, H-J. Albrecher, and H. W. Engl.
Identification of the local speed function in a levy model for option pricing.
J. Int. Eq. Appl, 20(2), 161-200, 2008.
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S. Rupitsch, S. Kindermann and B. Zagar
Estimation of the Surface Normal Velocity of High
Frequency Ultrasound Transducers.
IEEE, Transactions on Ultrasonics, Ferroelectrics, and Frequency
Control, 2007, Vol 55, No. 1, pp 225-235
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S. Rupitsch, S. Kindermann and B. Zagar
Solution of a non-linear inverse problem to identify the surface
normal verlocity of ultrasound transducers.
e & i (7-8), 2007.
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S. Kindermann and A. Leitao.
Regularization by dynamic programing.
J. Inv. Ill-posed Probl., 15, pp. 295--310, 2007.
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S. Kindermann and R. Ramlau.
Surrogate functionals and thresholding for inverse interface problems.
J. Inv. Ill-posed Probl., 15, pp. 387-402, 2007.
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S. Kindermann and A. Leitao.
On regularization methods based on dynamic programming techniques.
Appl. Anal., 86(5), pp. 611--632, 2007.
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S. Kindermann and A. Leitao.
On regularization methods for inverse problems of dynamic type.
Numer. Funct. Anal. Optimi., 27(2),pp. 139--160, 2006.
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S. Kindermann and C. Navasca.
Optimal control as a regularization method for ill-posed problems.
J. Inv. Ill-posed Prob., 14, pp. 685-703, 2006
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S. Kindermann, S. Osher, and J. Xu.
Denoising by BV-duality.
J. Sci. Comp, 28, pp. 411--444, 2006.
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Heinz Engl, Andreas Hofinger, and Stefan Kindermann.
Convergence rates in the prokhorov metric for assessing uncertainty in ill-posed problems.
Inverse Problems (21), pp. 399--412, 2005.
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S. Kindermann, S. Osher, and P. Jones.
Deblurring and denoising of images by nonlocal functionals.
SIAM, Mult. Mod. Sim., 4(4), pp. 1091--1115, 2005.
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S. Kindermann and A. Neubauer.
Parameter identification by regularization for surface representation via
the moving grid aproach.
SIAM, J. Control Optim., (4), pp. 1416-1430, 2003.
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S. Kindermann and A. Neubauer.
Estimation of discontinuous parameters of elliptic partial
differential equations by regularization for surface representations.
Inverse Problems, 17, pp. 789--803, 2001.
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S. Kindermann and A. Neubauer.
Regularization for surface representations of discontinuous
solutions of linear ill-posed problems.
Numer. Funct. Anal. Optim., 22(1&2),pp. 79--105, 2001.
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V. Iskaov and S. Kindermann.
Identification of the diffusion coefficient in a one-dimensional parabolic equation.
Inverse Problems, 16, pp. 665--680, 2000.
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S. Kindermann and A. Neubauer.
Identification of discontinuous parameters by regularization for curve representations.
Inverse Problems, 15, pp. 1559--1572, 1999.
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S. Kindermann.
Convergence of the hilbert uniqueness method via tikhonov
regularization.
J. Optimization Theory Appl., 103(3),pp. 657--673, 1999.
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S. Kindermann.
A numerical investigation of newton-type methods applied to a
parabolic inverse problem.
J. Inverse Ill-Posed Probl., 7(6), pp. 541--560, 1999.
Conference Proceedings
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M. Janicki S. Kindermann, A. Napieralski.
Investigation of cicuit thermal models based on the transient
thermal response spectra
15th Intern. Conf on MIXDES 2008, pp 337-342
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C. Navasca, L. De Lathauwer, S. Kindermann.
Swamp Reducing Technique for Tensor Decomposition,
In Proceedings of the 16th European Signal Processing Conference (EUSIPCO 2008), Lausanne, 2008.
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E. Lughofer and S. Kindermann.
Improving the Robustness of Data-Driven Fuzzy-Systems with Regularization.
Proc. of the IEEE World Congress on Computational Intelligence (WCCI), 2008, Hongkong,
pp 703-709, 2008.
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S. Kindermann and A. Neubauer.
On the estimation of discontinuous solutions of parameter identification problems.
In J. Cheng and M. Yamamoto, editors, 2nd International
Conference on Inverse Problems: Recent Theoretical Developments and Numerical
Approaches, pages 83--92, Bristol, 2005. Journal of Physics.
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H. Gu and S. Kindermann.
Solution analysis of pdes related to the Mumford-Shah functional with symbolic computations.
In Proceedings of the 7th International Conference of
Computational Structure Technology, Lisboa, 2004. Civil Comp Press.
Technical Reports
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A. Hofinger and S. Kindermann.
Assessing Uncertainty in Nonlinear Inverse Problems with the Metric of Ky Fan.
Technical report, University Linz SFB F013, 2006.
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S. Kindermann and S. Osher.
Saddle point formulation for a cartoon-texture decomposition.
Technical report, CAM-Report 05-42, UCLA, 2005.
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S. Kindermann.
A new iterative regularization method using an equation of hamilton-jacobi type.
Technical report, University Linz SFB F013, July 2003.
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S. Kindermann and A. Neubauer.
Each BV-function is representable by an H1-curve.
Technical Report 1/1999, Industrial Mathematics Institute, University of Linz, 1999.
Not yet published
- S. Kindermann and P.A. Mayer.
Calibration of local jump-diffusion market models
(submitted)
- V. Isakov and S. Kindermann
Regions of stability in the Cauchy-Problem for the Helmholtz equation
(submitted)