Former Member

Dr. Daniel Wachsmuth

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Peer Reviewed Journal Publication
  • Kunisch, K.; Wachsmuth, D. (2012) On Time Optimal Control of the Wave Equation, its Regularization and Optimality System. ESAIM.
  • Gerd Wachsmuth, Daniel Wachsmuth (2011) Convergence and regularization results for optimal control problems with sparsity functional. ESAIM: Control, Optimisation and Calculus of Variations, Bd. 17, S. 858-886.
  • Arnd Roesch, ; Wachsmuth, Daniel (2011) Semi-smooth Newton's Method for an optimal control problem with control and mixed control-state constraints. Optimization Methods and Software, Bd. 26, S. 169-186.
  • Sven Beuchler, ; Clemens Pechstein, ; Wachsmuth, Daniel (2010) Boundary concentrated finite elements for optimal boundary control problems of elliptic PDEs. Computational Optimization and Applications.
  • D. Wachsmuth, T. Roubíček (2010) Optimal control of planar flow of incompressible non-Newtonian fluids. Journal for Analysis and its Applications, Bd. 29 (3), S. 351-376.
  • C. John, D. Wachsmuth (2009) Optimal Dirichlet boundary control of Navier-Stokes equations with state constraint. Numerical Functional Analysis and Optimization, Bd. 30 (11 & 12), S. 1309 - 1338.
  • Griesse, Roland; Wachsmuth, Daniel (2009) Sensitivity Analysis and the Adjoint Update Strategy for Optimal Control Problems with Mixed Control-State Constraints. Computational Optimization and Applications, Bd. 44 (1), S. 57-81.
  • Griesse, Roland; Grund, Thomas; Wachsmuth, Daniel (2008) Update Strategies for Perturbed Nonsmooth Equations. Optimization Methods and Software.
  • Daniel Wachsmuth, Arnd Roesch (2008) Numerical verification of optimality conditions. SIAM Journal Control and Optimization, Bd. 47 (5), S. 2557-2581. (link)
  • Rösch, A.; Wachsmuth, D. (2005) Regularity of solutions for an optimal control problem with mixed control-state constraints..

Conference Contribution: Publication in Proceedings
  • David Sevilla, Daniel Wachsmuth (2010) Polynomial integration on regions defined by a triangle and a conic., Proceedings of ISSAC 2010 (ISSAC 2010).

Contribution in Collection
  • John, C. and Noack, B. R. and Schlegel, M. and Troeltzsch, F. and Wachsmuth, D. (2010) Optimal Boundary Control Problems Related to High-Lift Configurations., Active Flow Control II; Berlin: Springer.
  • Daniel Wachsmuth, Arnd Roesch (2009) How to check numerically the sufficient optimality conditions for infinite-dimensional optimization problems. In: Kunisch, K.; Leugering, G.; Sprekels, J.; Tröltzsch, F. (Hrsg.), Optimal Control of Coupled Systems of Partial Differential Equations; Basel: Birkhaeuser.

Research Report
  • Akindeinde, S.; Wachsmuth, D. (2012) Adaptive methods for control problems with finite-dimensional control space. Bericht-Nr. 2012-03; RICAM:.
  • Wachsmuth, G.; Wachsmuth, D. (2012) Necessary conditions for convergence rates of regularizations of optimal control problems. Bericht-Nr. 2012-04; RICAM:.
  • Saheed Akindeinde, Daniel Wachsmuth (2011) A-posteriori verification of optimality conditions for control problems with finite-dimensional control space. Bericht-Nr. 2011-23; RICAM:.
  • Karl Kunisch, Daniel Wachsmuth (2011) Time optimal control of the wave equation, its regularization and numerical realization. Bericht-Nr. 2011-16; RICAM:.
  • Anton Schiela, Daniel Wachsmuth (2011) Convergence analysis of smoothing methods for optimal control of stationary variational inequalities. Bericht-Nr. 2011-09; RICAM:.
  • Gerd Wachsmuth, Daniel Wachsmuth (2011) On the regularization of optimization problems with inequality constraints. Bericht-Nr. 2011-01; RICAM:.
  • Arnd Roesch, Daniel Wachsmuth (2010) A-posteriori error estimates for optimal control problems with state and control constraints. Bericht-Nr. 2010-08; RICAM: Linz.
  • Beuchler, Sven; Pechstein, Clemens; Wachsmuth, Daniel (2010) Boundary concentrated finite elements for optimal boundary control problems of elliptic PDEs. Bericht-Nr. 2010-04; RICAM: Linz.
  • Karl Kunisch, Daniel Wachsmuth (2010) Path-following for Optimal Control of Stationary Variational Inequalities. Bericht-Nr. 2010-01; RICAM: Linz.
  • C. John, D. Wachsmuth (2009) Optimal Dirichlet boundary control of Navier-Stokes equations with state constraint. Bericht-Nr. RICAM Report 2009-18; RICAM: Linz. (link)
  • Gerd Wachsmuth, Daniel Wachsmuth (2009) Convergence and regularization results for optimal control problems with sparsity functional. Bericht-Nr. 2009-07; RICAM:.
  • Karl Kunisch, Daniel Wachsmuth (2009) Sufficient Optimality Conditions and Semi-SmoothNewton Methods for Optimal Control of Stationary VariationalInequalities. Bericht-Nr. 2009-04; RICAM: Linz.
  • Daniel Wachsmuth, Arnd Roesch (2008) How to check numerically the sufficient optimality conditions for infinite-dimensional optimization problems. Bericht-Nr. 2008-23; RICAM: Linz. (link)
  • Griesse, Roland; Wachsmuth, Daniel (2007) Sensitivity Analysis and the Adjoint Update Strategy for Optimal Control Problems with Mixed Control-State Constraints. Bericht-Nr. RICAM Report 2007-33; Johann Radon Institute for Computational and Applied Mathematics (RICAM):. (link)
  • R. Griesse, T. Grund, D. Wachsmuth (2006) Update Strategies for Perturbed Nonsmooth Equations. Bericht-Nr. 2006-17; RICAM:.
  • al., R Ramlau et Final Report AO1: Introductory study Austrian In-Kind Contribution Mathematical Algorithms and Software for ELT Adaptive Optics. Bericht-Nr. 2;.