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Here you can find material that we consider important but is not available through commercial publishers:

Thomas Günther, 2004. Inversion Methods and Resolution Analysis for the 2D/3D Reconstruction of Resistivity Structures from DC Measurements, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 163p. (download)

Christoph Schwarzbach and Klaus Spitzer, 2006. Numerical Simulation of Electromagnetic Wave Propagation Using Vector Finite Elements, 18th Workshop on Electromagnetic Induction in the Earth, El Vendrell, Spain, September 17 - 23, 2006, 4p. (download)

Christoph Schwarzbach, 2009. Stability of Finite Element Solutions to Maxwell’s Equations in Frequency Domain, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 189p. (download)

Sissy Kütter, Antje Franke-Börner, Ralph-Uwe Börner and Klaus Spitzer, 2010. Three-Dimensional Finite Element Simulation of Magnetotelluric Fields at Stromboli
Volcano Incorporating Digital Topography and Bathymetry, 20th Workshop on Electromagnetic Induction in the Earth, Giza, Egypt, September 18-24, 2010, 4p. (download)

Antje Franke-Börner, Ralph-Uwe Börner and Klaus Spitzer, 2011. Convergence studies for the 2D finite element simulation of the MT boundary value problem, Protokollband Schmucker-Weidelt-Kolloquium für Elektromagnetische Tiefenforschung, Neustadt/Weinstraße, 26.– 30.9.2011, ISSN 2190-7021, p. 57 - 74. (download)

Antje Franke-Börner, 2012. Three-dimensional Finite Element Simulation of Magnetotelluric Fields on Unstructured Grids - On the Efficient Formulation of the Boundary Value Problem, PhD Thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 153p. (download)

Martin Afanasjew, Ralph-Uwe Börner, Michael Eiermann, Oliver G. Ernst and Klaus Spitzer, 2013. Efficient Three-Dimensional Time Domain TEM Simulation Using Finite Elements, a Nonlocal Boundary Condition, Multigrid, and Rational Krylov Subspace Methods, 5th International Symposium on Three-Dimensional Electromagnetics Sapporo, Japan, May 7–9, 2013, 4p. (download)

Antje Franke-Börner, Ralph-Uwe Börner and Klaus Spitzer, 2013. Convergence studies for the finite element simulation of the 3D MT boundary value problem, 5th International Symposium on Three-Dimensional Electromagnetics Sapporo, Japan, May 7–9, 2013, 4p. (download)

Mathias Scheunert, 2015. 3-D Inversion of Helicopter-borne Electromagnetic Data, PhD Thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 117p. (download)

Jana Börner, 2016. Electrical Phenomena During CO2 – Rock Interaction Under Reservoir Conditions – Experimental Investigations and their Implications for Electromagnetic Monitoring Applications, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 199p. (download)

Julia Weißflog, 2016. Three-dimensional individual and joint inversion of direct current resistivity and electromagnetic data, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 148p. (download)

Stephan Malecki, 2016. Ein Verfahren zur absoluten räumlichen Positionierung unter Tage mittels transienter elektromagnetischer Felder, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 111p. (download)

Feiyan Wang, 2016. Isotropic and anisotropic three-dimensional inversion of frequency-domain controlled-source electromagnetic data using finite element techniques, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 112p. (download)

Wenke Wilhelms, 2016. Development of a three-dimensional all-at-once inversion approach for the magnetotelluric method, PhD thesis, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 111p. (download)

Matthias Bär, 2020. Classification and repeatability studies of transient electromagnetic measurements with respect to the development of CO2-monitoring techniques, Faculty of Geosciences, Geoengineering and Mining, TU Bergkademie Freiberg, 138p. (download)