Multigrid Methods II
Proceedings of the 2nd European Conference on Multigrid Methods Held at Cologne, October 1-4, 1985
Herausgegeben: Hackbusch, Wolfgang; Trottenberg, Ulrich
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A multigrid solver for a stabilized finite element discretization of the Stokes problem.- A-posteriori error estimates. Adaptive local mesh refinement and multigrid iteration.- Continuation and multi-grid for nonlinear elliptic systems.- Magnetohydrodynamic equilibrium calculations using multigrid.- On the combination of the multigrid method and conjugate gradients.- Multi-level approaches to discrete-state and stochastic problems.- Multigrid method for nearly singular and slightly indefinite problems.- An adaptive multi-grid scheme for simulation of flows.- Multigrid methods for calculating t...
A multigrid solver for a stabilized finite element discretization of the Stokes problem.- A-posteriori error estimates. Adaptive local mesh refinement and multigrid iteration.- Continuation and multi-grid for nonlinear elliptic systems.- Magnetohydrodynamic equilibrium calculations using multigrid.- On the combination of the multigrid method and conjugate gradients.- Multi-level approaches to discrete-state and stochastic problems.- Multigrid method for nearly singular and slightly indefinite problems.- An adaptive multi-grid scheme for simulation of flows.- Multigrid methods for calculating the lifting potential incompressible flows around three-dimensional bodies.- Deffect correction and higher order schemes for the multi grid solution of the steady Euler equations.- Multigrid algorithms for compressible flow calculations.- Bus coupled systems for multigrid algorithms.- On multigrid and iterative aggregation methods for nonsymmetric problems.- The multigrid method on parallel processors.- On the treatment of singularities in the multigrid method.- A comparison of several Mg-methods for the solution of the time-dependent Navier-Stokes equations.- Second order accurate upwind solutions of the 2D steady Euler equations by the use of a defect correction method.- Multigrid method in subspace and domain partitioning in the discrete solution of elliptic problems.- Fas multigrid employing ILU/SIP smoothing: A robust fast solver for 3D transonic potential flow.
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