Achim Schädle

Achim Schädle is Professor at the Mathematical Institute of Heinrich-Heine-Universität Düsseldorf, holding the Chair of Applied Mathematics. His research focuses on mathematical modeling of physical phenomena, particularly developing computational methods for scattering problems and evolution equations.

His primary research interests include constructing and analyzing transparent boundary conditions for scattering problems in both frequency and time domains, developing fast algorithms for solving Volterra integro-differential equations that model memory effects in elasticity and anomalous diffusion processes. His work combines theoretical mathematical analysis with practical computational implementations to address problems in wave propagation and material science.

Recent publications demonstrate sustained focus on improving boundary condition methodologies for electromagnetic and wave propagation problems, with innovations in pole condition techniques and Hardy space applications. His research contributes to computational physics, numerical analysis, and applied mathematics.