Projects (list)

Overview of all project of the second funding period of the priority program 1253.

For the projects of the first funding period, please refer to the Projects (summaries) page.

Project leaders	Project
Apel, Neubiberg Rösch, Duisburg Vexler, Garching	Numerical Analysis and Discretization Strategies for Optimal Control Problems with Singularities
Bänsch, Erlangen Benner, Chemnitz	Optimal Control-Based Feedback Stabilization in Multi-Field Flow Problems
Behr, Aachen Bischof, Aachen	Robust Shape Optimization for Artifical Blood Pumps: Hematological Design, Large-scale Transient Simulations, and Influence of Constitutive Models, Sensitivity Analysis
Bock, Heidelberg Engell, Dortmund Sager, Heidelberg	Optimal Control of Periodic Adsorption Processes
Braack, Kiel Prohl, Tübingen	Consistent Finite Elements for Optimal Control Problems in Computational Fluid Dynamics

Project leaders	Project
Büskens, Bremen Peitgen, Bremen Preusser, Bremen	Optimization and Optimal Control of Therapy Parameters for Radio-Frequency Ablation
Burger, Münster Pinnau, Kaiserslautern	Optimal Control of Self-Consistent Classical and Quantum Particle Systems
Conti, Bonn Rumpf, Bonn Schultz, Duisburg	Multi-Scale Shape Optimization under Uncertainty
Deckelnick, Magdeburg Hinze, Hamburg	Structure Exploiting Galerkin Schemes for Optimization Problems with PDE Constraints
Eppler, Dresden Harbrecht, Basel	Shape Calculus for the Efficient Solution of Shape Optimization Problems with Elliptic and Parabolic State Equation

Project leaders	Project
Frank, Aachen Herty, Aachen	Optimal Treatment Planning in Radiotherapy based on Boltzmann Transport Equations
Blank, Regensburg Garcke, Regensburg	Optimization problems governed by Allen-Cahn and Cahn-Hilliard variational inequalities
Gauger, Braunschweig Griewank, Berlin Slawig, Kiel	Automated Extension of Fixed Point PDE Solvers for Optimal Design with Bounded Retardation
Herzog, Chemnitz Meyer, Darmstadt	Analysis and Numerical Techniques for Optimal Control Problems Involving Variational Inequalities Arising in Elastoplasticity
Gugat, Erlangen Herty, Aachen Leugering, Erlangen	Control of System Dynamics in Gas and Water Networks

Project leaders	Project
Hintermüller, Berlin	Elliptic Mathematical Programs with Equilibrium Constraints (MPECs) in Function Space: Optimality Conditions and Numerical Realization
Hinze, Hamburg Turek, Dortmund	Hierarchical Solution Concepts for Flow Control Problems
Hoffmann, Garching	Optimal Control in Cryopreservation of Cells and Tissues
Hoppe, Augsburg Franke, Augsburg	PDE Constrained Optimization Based on Adaptive Model Reduction with Applications to Shape Optimization of Microfluidic Biochips and to Blood Flow in Microchannels
Kostina, Marburg	Towards Optimum Experimental Design for Partial Differential Equations

Project leaders	Project
Lang, Darmstadt Ulbrich, Darmstadt	Adaptive multilevel SQP-methods for PDAE-constrained optimization with restrictions on control and state. Theory and Applications
Leugering, Erlangen Peukert, Erlangen	Optimization of Particle Synthesis
Wittum, Heidelberg Queisser, Heidelberg	Estimation of Parameters in Three Dimensional Volume Models for Signal Processing in Neurons by Optimization Multigrid
Rannacher, Heidelberg	Model Reduction by Adaptive Discretization in Optimal Control
Sachs, Trier	Adaptive Trust Region POD Algorithms

Project leaders	Project
Rösch, Duisburg Siebert, Duisburg	Design and Analysis of Adaptive Finite Element Discretizations for Optimal Control Problems
Ulbrich, Darmstadt Leugering, Erlangen	Optimal Control of Switched Networks for Nonlinear Hyperbolic Conservation Laws