Go to main content

Go to navigation menu

Go to navigation menu

Partial differential Equations, Numerics and Control

We aim to develop numerical methods allowing us to mimic and reproduce the fine qualitative properties of solutions to partial differential equations with design and control applications in mind.

Dispersion diagram for the Laplace operator and its numerical approximations by means of finite differences, finite elements and discontinuous Galerkin methods.
Goal
Sharp description of dynamic properties of numerical solutions of partial differential equations with design and control applications in mind.
Method
Fine combination of the theory of partial differential equations and numerical analysis.