Preprints

  • A. Belenkin, M.Hartz and T. Schuster. A note on Γ-convergence of Tikhonov functionals for nonlinear inverse problems. arXiv:2208.05780, 2022.
  • M. Burger, T. Schuster and A. Wald. Ill-posedness of time-dependent inverse problems in Lebesgue-Bochner spaces. Work in progress, 2022.
  • C. Bender, T. Hohage, and T. Schuster. Nonlinear Landweber iteration with noisy forward operators for parameter identication in SDE's. Work in progress, 2022.
  • D. Rothermel, T. Schuster, R. Schorr and M. Peglow. Determining the temperature-dependent material parameters in the cooling process of TMCP steel plates. arxiv.org/abs/1912.12166, submitted to Mathematical Problems in Engineering, 2020. 
  • D. Rothermel and T. Schuster. Solving an inverse heat convection problem with an implicit forward operator by using a Projected Quasi-Newton method. arxiv.org/abs/2010.01834, submitted to Inverse Problems, 2020.
  • M. Steffeck, T. Kluth, T. Knopp, P. Maaß, T. Schuster and A. Wald. A dictionary approach to include relaxation in magnetic particle imaging. Work in progress, 2020.
  • R. Klein, P. Sharma, A. Jung, S. Diebels, T. Schuster and A. Wald. Identification of material parameters for a viscoelastic model with ill-conditioned experimental data. Work in progress, 2020.
  • M. Burger, T. Schuster and A. Wald. Ill-posedness of time-dependent inverse problems in Lebesgue-Bochner spaces. Work in progress, 2020.
  • H. Hoffmann and Anne Wald. On parameter identification problems for elliptic boundary value problems in divergence form; Part II: Examples and applications. Work in progress, 2020.
  • C. Bender, T. Hohage and T. Schuster. Nonlinear Landweber iteration with noisy forward operators for parameter identification in SDE's. Work in progress, 2019.