| 2019-07 |
Svetoslav Nakov
|
The Poisson-Boltzmann
Equation: Analysis, A Posteriori Error Estimates and Applications
|
Johannes Kraus
|
| 2018-11 |
Jarle Sogn
|
Schur Complement Preconditioners for Multiple Saddle Point Problems and
Applications
|
Walter Zulehner
|
| 2018-05 |
Katharina Rafetseder
|
A New Approach to Mixed Methods for Kirchhoff-Love Plates and Shells
|
Walter Zulehner
|
| 2018-04 |
Christoph Hofer
|
Fast Multipatch Isogeometric Analysis Solvers
|
Ulrich Langer
|
| 2018-02 |
Nadir Bayramov
|
Stable Discretization and Robust Multilevel Methods for Convection-Diffusion Problems
|
Johannes Kraus
|
| 2017-04 |
Stephen E. Moore
|
Nonstandard Discretization Strategies In Isogeometric Analysis for Partial Differential Equations
|
Ulrich Langer
|
| 2017-02 |
Matus Benko
|
Numerical methods for disjunctive programming
|
Helmut Gfrerer
|
| 2016-12 |
Peter Gangl
|
Sensitivity-Based Topology and Shape Optimization with Application to Electrical Machines
|
Ulrich Langer
|
| 2015-06 |
Wolfgang Krendl
|
Nonstandard Sobolev Spaces for Preconditioning Mixed
Methods and Optimal Control Problems
|
Walter Zulehner
|
| 2014-02 |
Monika Wolfmayr
|
Multiharmonic Finite Element Analysis of Parabolic Time-Periodic
Simulation and Optimal Control Problems
|
Ulrich Langer
|
| 2014-02 |
Stefan Kleiss
|
Efficient solution strategies in isogeometric analysis
|
Satyendra Tomar
|
| 2013-06 |
Krishan Gahalaut
|
Fast iterative solvers in isogeometric analysis
|
Satyendra Tomar
|
| 2013-03 |
Markus Kollmann
|
Efficient Iterative Solvers for Saddle Point Systems
arising in PDE-constrained Optimization Problems with
Inequality Constraints
|
Walter Zulehner
|
| 2012-12 |
Clemens Hofreither |
A Non-standard Finite Element Method using Boundary Integral Operators
|
Ulrich Langer, Clemens Pechstein
|
| 2012-11 |
Ulrike Schwarzmair |
Isogeometric fluid analysis with applications in
turbine design
|
Walter Zulehner,
Bert Jüttler
|
| 2012-08 |
Michael Kolmbauer |
The Multiharmonic Finite Element and Boundary Element Method
for Simulation and Control of Eddy Current Problems
|
Ulrich Langer
|
| 2012-08 |
Stefan Takacs |
All-at-once Multigrid Methods for Optimality Systems Arising from Optimal Control Problems
|
Walter Zulehner
|
| 2011-11 |
Erwin Karer |
Subspace Correction Methods for Linear Elasticity
|
Johannes Kraus
|
| 2011-01 |
Peter Gruber |
Fast Solvers and Adaptive High-Order FEM in Elastoplasticity
|
Ulrich Langer
|
| 2010-01 |
Huidong Yang |
Numerical Simulation of Fluid-Structure Interaction Problems on Hybrid Meshes
with Algebraic Multigrid Methods
|
Walter Zulehner,
Ulrich Langer
|
| 2009-01 |
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,
Ulrich Langer
|
| 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
|
| 1997-10 |
Michael Hintermüller |
Algorithms for Solving Nonlinear Programming Problems with Noisy Data
|
Helmut Gfrerer
|
Standard Cover Sheets
for PhD theses
PhD Theses Proposals