Faculty of Mathematics
University of Vienna
1090 Wien, Austria.
I am an applied mathematician at the Faculty of Mathematics at
the University of Vienna.
My research is centered on inverse wave problems for imaging,
where the objective is to recover the physical properties of
a medium from obesrvations of waves propagation.
My research has an emphasis on seismic imaging,
medical imaging, and helioseismology.
I develop and maintain the dedicated software
used for large-scale applications for
(1) the modeling of wave propagation phenomena in different
contexts (e.g. viscoelastic media)
(2) the reconstruction of physical properties from wave
Lise Meitner fellowship, funded by Austrian Science Fund (FWF),
Faculty of Mathematics, University of Vienna, Austria.
Research Engineer, Inria Project-Team Magique 3D, Pau, France.
PhD student, Inria Project-Team Magique 3D, Université de Pau, France.
Visiting Scholar, Geo-Mathematics and Imaging Group, Purdue University, West Lafayette, IN, USA (now at Rice University, Houston, TX, USA).
Software engineer, Eurogiciel Ingénierie, Toulouse, France.
Ph.D. in Applied Mathematics, Inria Bordeaux Sud-Ouest, Univeristé de Pau, France.
Contributions to Seismic Full Waveform Inversion for Time Harmonic Wave Equations: Stability Estimates, Convergence Analysis, Numerical Experiments involving Large Scale Optimization Algorithms.
Master’s degree in applied mathematics, INSA Toulouse, France.
time-HArmonic Wave modEling and INversion using Hybridizable Discontinuous Galerkin
open-source software that I develop from scratch and maintain. It combines
OpenMP parallelism and
to solve time-harmonic forward and inverse wave problems in 1, 2 and 3 dimensions,
for large-scale imaging and helioseismology.
• Dedicated website, with documentation and tutorials: https://ffaucher.gitlab.io/hawen-website.
• Source code: https://gitlab.com/ffaucher/hawen.
The CV in pdf format contains more details including proceedings and the partitipation to conferences.