Workshops |
- Programming Tutorial at SAMM, Aug 2019
Talks |
- "Repairing the metric behind the space-time Maxwell's equations", EMF 2021, Jul 2021
- "A Space-Time Method for Maxwell's Equations", GAMM 2021, Mar 2021
- "Space-Time Finite Element Methods for Maxwell's Equations - A 2D+1D Finite Element for Maxwell's Equations", 17. Söllerhaus Workshop, Oct 2019
- "Space-Time Finite Element Methods for Maxwell's Equations", FEM Symposium 2019, Sep 2019
- "Space-Time Variational Formulations for Maxwell's Equations", AANMPDE 12, Jul 2019
- "Space-Time Methods for Maxwell's Equations", MAFELAP 2019, Jun 2019
- "Variational Formulations for Maxwell’s Equations", ANA Day 2019, May 2019
- "Space–time variational methods for Maxwell’s equations", GAMM 2019, Feb 2019
- "Space-time methods for Maxwell's equations", Technical University Darmstadt, Nov 2018
- "Space-time variational formulations for Maxwell's equations", 16. Söllerhaus Workshop, Okt 2018
- "On space-time variational formulations for Maxwell's equations", FEM Symposium 2018, Sep 2018
- "The inverse problem for the dielectric conductivity", Technical University Ostrava, May 2018
- "On space-time variational formulations for Maxwell's equations", ANA Day 2018, May 2018
Posters |
- "Space-Time Methods for Maxwell's Equations", NGSolve User Meeting, Jul 2019
Publications |
| Thesis |
- J.I.M. Hauser,
The inverse problem for the dielectric conductivity,
Master Thesis, TU Graz, 2017, Inhaltsverzeichnis.
| Proceedings and Papers |
- J.I.M. Hauser, O. Steinbach
Space–time variational methods for Maxwell’s equations,
Proc. Appl. Math. Mech. 19 (2019) e201900221.
- J.I.M. Hauser, S. Kurz, O. Steinbach, A Space-Time Finite Element Method for Maxwell’s Equations using the modified Hilbert transformation,
in preparation
- J.I.M. Hauser, M. Zank, Comparing the effect of the modified Hilbert transformation on the scalar and the vectorial wave equation using space-time FEM,
in preparation
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