Research

In the project Local inversion for linear seismic imaging I am working on the reconstruction of seismic image data by measureing the reflections of emitted waves. This project is part of CRC 1173 Wellenphänomene: analysis and numerics.

Paper & Preprints

Imaging with the elliptic Radon transform in 3D from an analytical and numerical perspective, CRC Preprint 2020/13, with P.C. Kunstmann, E.T. Quinto and A. Rieder.
Seismic imaging with the elliptic Radon transform in 3D: analytical and numerical aspects, PhD thesis, Karlsruhe Institute of Technology, 2020.
Microlocal analysis of imaging operators for effective common offset seismic reconstruction, Inverse Problems 34 (2018) 114001, June 2018, with P.C. Kunstmann, E.T. Quinto and A. Rieder.
Approximate inverse for the common offset acquisition geometry in 2D seismic imaging, Inverse Problems 34 (2018) 014002, with P.C. Kunstmann, E.T. Quinto and A. Rieder.

Tomographic Inverse Problems: Theory and Applications, 27 January - 2 February 2019, Oberwolfach
Equadiff 2019, 7-12 July 2019, Leiden, minisymposium "Inverse problems and parameter estimation"

At the moment I do not supervise any courses.

Current List of Courses
Semester	Titel	Typ
Summer Semester 2017	Mathematical methods of imaging	Lecture