Research Fellows
Pavlos Alexias
Early Stage Researcher 4 at Engys IT
In the field of computational solutions of partial differential equations (PDEs), the quality
of the computational mesh plays a significant role in various aspects of the solution procedure.
Important properties such as the rate of convergence of the solution, the fidelity of the results and
the robustness of the algorithm are all impacted by the mesh. In this context, the development of
an efficient and effective mesh quality optimization algorithm can provide significant benefits,
not just in the context of static meshes, but also for moving mesh problems where degradation
of quality is often a severe constraint.
