Numerical modeling of PDEs for multi-physics, multi-scale and hybrid-dimensional problems 

An ever-increasing need for new modern technologies is leading modern science to tremendously boost research into numerical modeling of physical processes and the corresponding numerical treatment. The MOX lab has a long-standing history of developing and analysing innovative methods to extend the frontiers of scientific computing, thereby permitting to tackle increasingly complex problems.

  • Conforming, Non-conforming and Discontinuous Finite Element methods
  • Finite Volume methods
  • Isogeometric analysis
  • Non-standard Finite Element methods: Virtual Elements, Mimetic Finite Differences, XFEM, CutFEM
  • Spectral methods and Spectral Element methods
  • Time integration methods: exponential and multirate methods