PhD Theses

last update: 2010-03-17

[ Proposals ] [ Ongoing PhD Theses ] [ Finished PhD Theses ]

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PhD Theses Proposals

Contact Prof. Langer or our group directly.

Ongoing PhD Theses

Name	Subject	Project	Supervisor
Peter Gruber	Elasto-plasticity	Doctoral Program	Ulrich Langer
Clemens Hofreither	Nonstandard Finite Element Solvers for Second-Order Elliptic Boundary Value Problems	Doctoral Program	Ulrich Langer
Stefan Takacs	Efficient Solvers for KKT Systems	Doctoral Program	Walter Zulehner
Huidong Yang	Grid-Computing for Fluid-Structure Interaction	Austrian Grid	Ulrich Langer

Finished PhD Theses

Year	Name	Title	Supervisor
2009-01	Astrid Sinwel	Astrid Sinwel: A New Family of Mixed Finite Elements for Elasticity	Joachim Schöberl
2008-12	Clemens Pechstein	Finite and Boundary Element Tearing and Interconnecting Methods for Multiscale Elliptic Partial Differential Equations	Ulrich Langer
2008-06	René Simon	Multigrid Solvers for Saddle Point Problems in PDE-Constrained Optimization	Walter Zulehner
2007-07	Sonja Reitner	Optimale Steuerung von Rüst- und Produktionsprozessen	Helmut Gfrerer
2007	Johanna Kienesberger	Efficient Solution Algorithms for Elastoplastic Problems	Ulrich Langer
2006-07	Sabine Zaglmayr	High Order Finite Elements for Electromagnetic Field Computation	Joachim Schöberl
2006-02	Roman Stainko	Advanced Multilevel Techniques to Topology Optimization	Ulrich Langer
2003-08	Markus Wabro	Algebraic Multigrid Methods for the Numerical Solution of the Incompressible Navier-Stokes Equations	Walter Zulehner
2002-04	Wolfram Mühlhuber	Efficient Solvers for Optimal Design Problems with PDE-constraints	Ulrich Langer
2001-01	Stefan Reitzinger	Algebraic Multigrid Methods for Large Scale Finite Element Equations	Ulrich Langer
1999-06	Joachim Schöberl	Robust Multigrid Methods for Parameter Dependent Problems	Ulrich Langer
1998	Michael Kuhn	Efficient Parallel Numerical Simulation of Magnetic Field Problems	Ulrich Langer

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