Spring School on Numerical Approximation of Waves, March 2026
spring school on ‘Numerical Approximation of Waves – Multiple Scales and High Frequencies’, which will take place from March 23 to March 27, 2026 at Karlsruhe Institute of Technology, Germany.
The school focuses on the numerical approximation of complex wave propagation phenomena in heterogeneous and high-frequency contexts. Application examples range from classical scattering problems to wave propagation in metamaterials. These types of problems present significant
challenges to standard discretization methods, as they often necessitate extremely fine meshes to produce meaningful approximations. The school will present strategies for reliable simulations at a feasible computational cost using problem-specific discretization techniques.
Lectures will be given by
– Martin Averseng (University of Angers)
– Euan Spence (University of Bath)
– Barbara Verfürth (University of Bonn)
For more details and to register, please visit:
https://www.waves.kit.edu/