Latest publications

  • Roland Herzog, Dorothee Knees, Christian Meyer, Michael Sievers, Ailyn Stötzner, and Stephanie Thomas
    Rate-independent systems and their viscous regularizations: analysis, simulation and optimal control
    Non-Smooth and Complementarity-Based Distributed Parameter Systems, International Series of Numerical Mathematics, 2019
    bibtex
    @INCOLLECTION{HerzogKneesMeyerSieversStoetznerThomas:2019:1,
      AUTHOR = {Herzog, Roland and Knees, Dorothee and Meyer, Christian and Sievers, Michael and Stötzner, Ailyn and Thomas, Stephanie},
      EDITOR = {Hintermüller, Michael and Herzog, Roland and Kanzow, Christian and Ulbrich, Michael and Ulbrich, Stefan},
      PUBLISHER = {Springer},
      BOOKTITLE = {Non-Smooth and Complementarity-Based Distributed Parameter Systems},
      DATE = {2019},
      SERIES = {International Series of Numerical Mathematics},
      TITLE = {Rate-independent systems and their viscous regularizations: analysis, simulation and optimal control},
    }
  • Hadamard differentiability of the solution map in thermoviscoplasticity
    Pure and Applied Functional Analysis 4(2), p.271-295, 2019
    bibtex
    @ARTICLE{HerzogStoetzner:2019:1,
      AUTHOR = {Herzog, Roland and Stötzner, Ailyn},
      DATE = {2019},
      JOURNALTITLE = {Pure and Applied Functional Analysis},
      NUMBER = {2},
      PAGES = {271--295},
      TITLE = {Hadamard differentiability of the solution map in thermoviscoplasticity},
      VOLUME = {4},
    }
  • Roland Herzog, Christian Meyer, and Ailyn Stötzner
    Existence of solutions of a thermoviscoplastic model and associated optimal control problems
    Nonlinear Analysis: Real World Applications 35, p.75-101, 2017
    bibtex
    @ARTICLE{HerzogMeyerStoetzner:2017:1,
      AUTHOR = {Herzog, Roland and Meyer, Christian and Stötzner, Ailyn},
      DATE = {2017},
      DOI = {10.1016/j.nonrwa.2016.10.008},
      JOURNALTITLE = {Nonlinear Analysis: Real World Applications},
      PAGES = {75--101},
      TITLE = {Existence of solutions of a thermoviscoplastic model and associated optimal control problems},
      VOLUME = {35},
    }