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PhD Theses
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M. Kollmann. Efficient Iterative Solvers for Saddle Point Systems arising in PDE-constrained Optimization Problems with Inequality Constraints.
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PhD Thesis, submitted 2013. Examiners: Prof. Walter Zulehner, Prof. Roland Herzog.
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Z. Zafeirakopoulos. Linear Diophantine Systems: Partition Analysis and Polyhedral Geometry.
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PhD Thesis, submitted 2012. Examiners: Peter Paule, Matthias Beck.
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C. Hofreither. A Non-standard Finite Element Method using Boundary Integral Operators.
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PhD Thesis, submitted 2012. Examinors: Ulrich Langer, Sergej Rjasanow.
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S. Takacs. All-at-once Multigrid Methods for Optimality Systems Arising from Optimal Control Problems
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PhD Thesis, submitted 2012. Examiners: Walter Zulehner, Andrew Wathen.
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C.G. Raab. Definite Integration in Differential Fields
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PhD Thesis, submitted 2012. Examiners: Peter Paule, Michael F. Singer.
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M. Kolmbauer. The Multiharmonic Finite Element and Boundary Element Method for Simulation and Control of Eddy Current Problems
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PhD Thesis, submitted 2012. Examiners: Ulrich Langer, Fredi Tröltzsch
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M. Hodorog. Symbolic-Numeric Algorithms for Plane Algebraic Curves.
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PhD Thesis, submitted 2011. Examiners: Josef Schicho, Bernard Mourrain.
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L.X.C. Ngo. Rational General Solutions of First-Order Algebraic ODEs.
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PhD Thesis, submitted 2011. Examinors: Franz Winkler, J. Rafael Sendra.
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S. Béla. Fat Arcs and Fat Spheres for Approximating Algebraic Curves and for Solving Polynomial Systems.
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PhD Thesis, submitted 2011. Examiners: Bert Jüttler, Jens Gravesen.
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P. Gruber: Fast Solvers and Adaptive Hight-Order FEM in Elastoplasticity
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PhD thesis, submitted 2011. Examiners: Prof. Langer, Prof. Düster.
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