Preprints and Publications
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            Jordan Hoffart, Matthias Maier, John N. Shadid, and Ignacio Tomas
            
Structure-preserving finite-element approximations of the magnetic Euler–Poisson equations
Submitted October 2025
arXiv preprint 
Slides
- Structure-preserving finite-element approximations of the magnetic Euler–Poisson equations
 - A comparison of finite element spaces for the discontinuous Galerkin approximation of the Maxwell eigenvalue problem in first-order form
 - Towards an involution-preserving solver for the time-dependent Maxwell equations
 - Modeling ejecta from shocked metals
 - Structure-preserving finite element schemes for the Euler–Poisson equations