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Department of Mathematics

Photo: M. Siebenborn

Research

Research Focus

  • Shape optimization and interface identification
  • High performance optimization algorithms
  • Algorithmic scalability for PDE constrained optimization

Examples

Reference surface mesh and optimized geometry in stationary Navier Stokes flow

Copyright: M. Siebenborn

Minimizing energy dissipation in a Navier-Stokes flow in shape spaces suitable for scalable multigrid algorithms

Navier Stokes Fluid Shape Optimization

Minimizing energy dissipation in a Navier-Stokes flow in shape spaces suitable for scalable multigrid algorithms

Navier Stokes Fluid Shape Optimization

Contact

Prof. Dr. Martin Siebenborn
Department of Mathematics
Professor for Optimization and Approximation
AM – Applied Mathematics