Dissertationen
Abgeschlossene Dissertationen
- Tobias Seger: Optimization methods for optical design
K. Urban (03/2026)
- Tim Wagner: Experimental and Model Based Analysis of LT PEM Fuel Cells Exposed to Gaseous Inpurities
K. Urban (01/2024)
- Lucas Engelhardt: From Inverse Dynamics Hand Modeling to Distal Radius Fracture Healing Simulation
K. Urban (05/2021)
- Anja Schmidt: Adaptive meshing in two dimensions: refinement, coursing and stability
(S. Funken, 04/2021)
- Marcus Heitel: Specific phase space structures in dynamical systems: attracting manifolds in optimal control and separatrix characterization
(D. Lebiedz, 06/2020)
- Mazen Ali: Tensor Approximation and Adaptivity within Model Order Reduction
(K. Urban, 01/2020)
- Mladjan Radic: Coupled PDE-Systems: Modeling, Analysis and Model Reduction
(K. Urban, 07/2019)
- Martin Pietsch: Modelling the Fracture Healing Process with Interface Capturing Techniques
(K. Urban, 12/2018)
- Silke Glas: Noncoercive and Parabolic Variational Inequalities Analysis, Applications and Model Reduction
(K. Urban, 07/2018)
- Pascal Heiter: Curvature Based Criteria for Slow Invariant Manifold Computation: From Differential Geometry to Numerical Software Implementations for Model Reduction in Hydrocarbon Combustion
(D.Lebiedz, 03/2017)
- Antonia Mayerhofer: Reduced Basis Methods for parabolic PDEs with Parameter Functions in High Dimensions and Applications
(K. Urban, 05/2016)
- Jonas Unger: On Fundamental Concepts for Model Reduction in Multiscale Combustion Models – Slow Invariant Manifold and Inertial Manifold Computation
(D. Lebiedz, 2016)
- Andreas Bantle: On High-Order NURBS-Based Boundary Element Methods in Two Dimensions – Numerical Integration and Implementation
(S. Funken, 07/2015)
- Sebastian Steck: Reduced Basis Method for the Hamilton-Jacobi-Bellman Equation Modeling the Emission Trading System
(K. Urban, 07/2015)
- Oliver Zeeb: A numerical framework for semi-automated Reduced Basis Methods with blackbox solvers
(K. Urban, )
- Anke Brandner: Optimale Allokation für Voith-Schneider-Propeller im Rahmen des dynamischen Positionierens
(K. Urban, 04.02.2015)
- Kristina Steih: Reduced basis methods for time-periodic parametric partial differential equations
(K. Urban, 17.07.2014)
- Julia Springer: Multiphase adjoint optimization for efficient calculation of rigid body positions in Navier-Stokes flow
(K. Urban, 14.07.2014)
- Ralf Leidenberger: Automatisches Differenzieren in Simulationen
(K. Urban, 07.07.2014)
- Dominik Lechler: Numerical Methods in Exhaust Gas Aftertreatment: Aspects of Modelling and Simulation as well as Approaches of Model Order Reduction for SCR Catalytic Converter
(K. Urban, 16.09.2013
- Sebastian Kestler: On the Adaptive Tensor Product Wavelet Galerkin Method with Applications in Finance
(K. Urban, 16.09.2013)
- Marcel Rehberg: A Numerical Approach to Model Reduction for Optimal Control of Multiscale ODE
(D. Lebiedz, 12.07.2013) - Markus Bantle: On hp-Boundary Element Methods for the Laplace Operator in Two Dimensions. Implementation, hp-Adaptive Algorithms, and Data Compression.
(S. Funken, 11.07.2013) - Bernhard Wieland: Reduced Basis Methods for Partial Differential Equatioswith Stochastic Influences (K. Urban, 26.06.2013)
- Juan Carlos Matutat: Numerische Optimierung von Schiffen mit VSP: Parametrische Modellierung und Simulation (K. Urban, 21.02.2013)
- Theresa Springer: Mathematical Analysis and Computational Methods for Probabilistic Multi-Hypothesis Tracking (PMHT) (K. Urban, 21.02.2013)/li>
- Faraz Toor: A Study of the Exponential Method of Lines for a Class of Parabolic Problems
(K. Urban, 19.12.2012)
- Timo Tonn: Reduced-Basis Method (RBM) for Non-Affine Elliptic Parametrized PDEs
(K. Urban, S. Funken, 12/2011)
- Philipp Jester: Wavelets in der Optik - Wellenpropagation in inhomogenen Medien
(K. Urban, S. Funken, 04/2011)
- Mario Rometsch: A Wavelet Tour on Option Pricing
(K. Urban, 10/2010)
- Michael Hopfensitz: Numerische Optimierung von Schiffen mit VSP: Automatische Gittergenerierung
(K. Urban, S. Funken, 07/2010)
- Christoph Erath: Coupling of the Finite Volume Method and the Boundary Element Method
(S. Funken, K. Urban, 04/2010)
- Guntram Seitz: Global Nonlinear Optimization and Optimal Control for Applications in Pulp and Paper Industry
(K. Urban, S. Funken, 02/2010)
- Michael Lehn: FLENS - A Flexible Library for Efficient Numerical Solutions
(K. Urban, 04/2008)