Workshop on Numerical Methods for Optimal Control and Inverse Problems

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Workshop on Numerical Methods for Optimal Control and Inverse Problems

Wednesday – 04-05-2017

09:00

iCal
Prof. Dr. Marius Tucsnak | Université de Bordeaux | France

Invited Talk

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
50 Minutes

09:00

Some recent advances on time optimal control problems

09:50

iCal
Prof. Dr. Karl Kunisch | University of Graz | Austria

Dr. Konstantin Pieper | Florida State University | United States

Dr. Florian Mannel | University of Graz | Austria

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
60 Minutes

09:50

Two approaches to solve 'high-dimensional' Hamilton Jacobi Bellman equations arising in optimal control

10:10

Accelerated conditional gradient methods for sparse measure-valued optimization problems

10:30

A semismooth implicit function theorem and its application to optimal control

11:20

iCal
Dr. Souvik Roy | University of Würzburg | Germany

Axel Kröner | INRIA Saclay and CMAP, Ecole polytechnique | France

Frank Pörner | Julius-Maximilians Universität Würzburg | Germany

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
80 Minutes

11:40

A novel numerical method for a class of Liouville control problems

12:00

Optimal control of PDEs in a complex space setting; application to the Schrödinger equation

12:20

An iterative Bregman regularization method for optimal control problems with inequality constraints

14:10

iCal
Veronika Karl | Julius-Maximilians Universität Würzburg | Germany

Dr. Claudia Totzeck | TU Kaiserslautern | Germany

Florentine Fleißner | Technische Universität München | Germany

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
80 Minutes

14:10

An augmented Lagrange method for elliptic state constrained optimal control problems

14:30

Detecting Global Minima By Means Of Swarm Intelligence

15:10

Gamma-convergence and relaxations for gradient flows in metric spaces: a minimizing movement approach

16:00

iCal
Dr. Andrei Draganescu | University of Maryland Baltimore County | United States

Dr. Alberto Paganini | University of Oxford | United Kingdom

Prof. Dr. Thomas Wick | École Polytechnique | France

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
60 Minutes

16:00

Multigrid Preconditioning for Space-Time Distributed Optimal Control of Parabolic Equations

16:20

Higher-order discretization of diffeomorphisms for PDE-constrained shape optimization

16:40

Modified Newton methods for the fully monolithic solution of phase-field fracture propagation