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Daniel Lockau   Optical modeling of thin film silicon solar cells with random and periodiclight management structures
Technical University Berlin, 2012, PhD
 
Benjamin Kettner   Detection of spurious modes in resonance mode computations
Free University Berlin, Department of Mathematics and Computer Science, 2012, PhD
 
Jan Pomplun   Reduced Basis Method for Electromagnetic Scattering Problems
Free University Berlin, Department of Mathematics and Computer Science, 2010, PhD
Therese Pollok   Separabilität von Helmholtz- und Maxwellgleichungen über unbeschränkten heterogenen Gebieten
Free University Berlin, Department of Mathematics and Computer Science, 2007, Diploma Thesis
Daniel Ruprecht   Konstruktion transparenter Randbedingungen für die Wellengleichung mit Hilfe der Polbedingung
Free University Berlin, Department of Mathematics and Computer Science, 2006, Diploma Thesis
Jan Pomplun   Rigorous FEM-Simulation of Maxwell's Equations for EUV-Lithography
Technical University Berlin, 2006, Diploma Thesis
Benjamin Kettner   Ein Algorithmus zur prismatoidalen Diskretisierung von unbeschränkten Außenräumen in 2D und 3D unter Einhaltung von Nebenbedingungen
Free University Berlin, Department of Mathematics and Computer Science, 2006, Diploma Thesis
Christian Marwitz   Simulation von Wellenfeldern in Bandlücken periodischer Strukturen
Technical University Berlin, 2005, Diploma Thesis
Diana Sühring   Eine Finite-Elemente-Methode für das quadratische Eigenwertproblem zur Berechnung von Banddiagrammen Photonischer Kristalle
Free University Berlin, Department of Mathematics and Computer Science, 2004, Diploma Thesis
Hassan Shaker   Ein neues Verfahren zur Lösung des Streuproblems der Maxwellschen Gleichungen
University Hamburg, Department of Theoretical Physics, 2003, Diploma Thesis
Tilman Friese   Eine nichtlineare Mehrgitter-Methode für das Eigenwertproblem linearer, nicht-selbstadjungierter Operatoren
Free University Berlin, Department of Mathematics and Computer Science, 1997, PhD
Roland Geng   Berechnung der Eigenlösung des Schrödinger-Operators auf unbeschränkten Gebieten in 1D
Free University Berlin, Department of Mathematics and Computer Science, 2001, Diploma Thesis

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