Workshop on Numerical Methods for Optimal Control and Inverse Problems

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Workshop on Numerical Methods for Optimal Control and Inverse Problems

Monday – 03-14-2016

09:00

iCal
Prof. Dr. Harald Garcke | Universität Regensburg | Germany

Invited Talk

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
50 Minutes

09:00

Phase Field Approaches for Shape and Topology Optimization

09:50

iCal
Konstantinos Chrysafinos | National Technical University of Athens | Greece

Prof. Dr. Dmitriy Leykekhman | University of Connecticut | United States

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
60 Minutes

10:10

A-priori error estimates for the discretization of the velocity tracking problem with bang-bang controls

10:30

Finite Element Error Estimates of Parabolic Optimal Control Problems with Point Controls

11:20

iCal
Prof. Dr. Eduardo Casas | University of Cantabria | Spain

Dr. Florian Mannel | University of Graz | Austria

Prof. Dr. Ira Neitzel | University of Bonn | Germany

Prof. Dr. Gerd Wachsmuth | TU Chemnitz | Germany

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
80 Minutes

11:20

Optimal Control of Semilinear Parabolic Equations by BV-Functions

11:40

Optimal Control of Semilinear Parabolic Equations by BV-Functions, Part 2

12:00

Optimal control of a regularized phase field fracture propagation model

12:20

Bang-bang control of ODEs with grouped sparsity

14:10

iCal
Johannes Pfefferer | Technische Universität München | Germany

M. Sc. Sergejs Rogovs | Universitaet der Bundeswehr Muenchen | Germany

Dr. Zhiping Rao | RICAM | Austria

M. Sc. Marita Holtmannspötter | University of Duisburg-Essen | Germany

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
80 Minutes

14:10

Discretization error estimates for Dirichlet control problems in polygonal domains

14:30

Maximum norm estimates for optimal control problems with Neumann boundary control on graded meshes

14:50

Infinite horizon optimal control problems with sparse solutions

15:10

Optimal control of mechanical damage processes

16:00

iCal
Prof. Dr. Martin Brokate | TUM | Germany

Dr. Christian Münch | Technische Universität München | Germany

Prof. Dr. Luise Blank | University of Regensburg | Germany

Contributed Talks

Room:
H.E.009

Topic:

Form of presentation:
Oral Presentation

Duration:
60 Minutes

16:00

Newton and Bouligand Derivatives of Scalar Hysteresis Operators

16:20

Optimal control of reaction-diffusion systems with hysteresis

16:40

Optimization with convex constraints in Banach spaces: pseudo-timestepping analysed as VMPT-method