Applied Mathematics Group


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Research interests


Numerical solution of instationary differential equations (Grimm, Hochbruck, Schweitzer)
  • exponential integrators for stiff and oscillatory problems
  • compuational fluid dynamics
  • simulations of classical and quantum mechanical molecular dynamics
  • laser plasma physics
Numerical linear algebra (Hochbruck, Hönig)
  • iterative methods for large systems of linear equations
  • numerical solution of eigenvalue problems
  • approximation of matrix operators
Numerical analysis (Frohn-Schauf, Witsch)
  • numerical solution of partial differential equations, multigrid methods
  • direct variational methods and multiscale methods for image processing
  • regularisation of ill posed (inverse) problems
  • nonlinear large-scale optimization

Industrial cooperations

Construction and implementation of numerical methods for solving a coupled systems of differential equations in two space domains, cooperation with Henkel, Düsseldorf.


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