- UG --A FLEXIBLE SOFTWARE TOOLBOX FOR SOLVING PARTIAL DIFFERENTIAL EQUATIONS
- Wieners, C. The application of multigrid methods to plasticity at finite strains
- Theorie und Numerik der PrandtlReuPlastizit at
- Taylor-Hood elements in 3D Christian Wieners
- Advances in HighPerformance Computing: Multigrid Methods for Partial Differential
- Error bounds and error indicators for conforming, nonconforming and mixed elements
- Distributed Point Objects. A New Concept for Parallel Finite Elements
- Numerical Linear Algebra with Applications, Vol. 1(1), 1--1 (191) Multigrid methods for PrandtlReu plasticity
- Optimal a priori estimates for interface problems Michael Plum and Christian Wieners
- Proceedings of the 17 th GAMMSeminar Leipzig 2001, pp. 1--8 Local multigrid methods on hierarchical meshes
- Christian Wieners Positive solutions of the Bratu problem in nonconvex domains
- Ecient elasto-plastic simulation ICA, University of Stuttgart, Germany
- New solutions of the Gelfand problem Michael Plum and Christian Wieners
- Numerical enclosures for solutions of the NavierStokes equation for small Reynolds
- Computing and Visualization in Science manuscript No. (will be inserted by the editor)
- Christian Wieners Dual error estimates for polygonal approximations of curved boundaries
- Criteria for the approximation property for multigrid methods in nonnested spaces
- A numerical existence proof of nodal lines for the first eigenfunction of the plate equation
- The implementation of adaptive multigrid methods for finite elements
- Bounds for the N lowest eigenvalues of fourthorder boundary value problems
- Distributed Point Objects: A new concept for parallel nite elements
- Parallel Solutions of Partial Differential Equations with Adaptive Multigrid Methods
- A Parallel SoftwarePlatform for Solving Problems of Partial Differential Equations
- Computational Mechanics manuscript No. (will be inserted by the editor)
- An explicit formula for the inverse of the Hilbert matrix
- Orthogonal projections onto convex sets and the application to problems in plasticity
- The application of adaptive parallel multigrid methods to problems in
- Adaptive multigrid solution for mixed finite elements in 2dimensional linear elasticity
- A parallel Newton multigrid method for high order finite elements and its application to
- A MULTIGRID ALGORITHM FOR THE MORTAR FINITE ELEMENT METHOD
- Eigenvalue inclusions via domain decomposition Henning Behnke, Ulrich Mertins, Michael Plum, and Christian Wieners
- Robust multigrid methods for nearly incompressible linear elasticity
- Numerical validation of the existence of weak solutions of nonlinear elliptic boundary value
