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Fundamentals  [Correct as at 03/11/03]  


Fundamentals, introduction and survey
Stein, E., University of Hannover, Germany

Finite difference methods
Axelsson, O., University of Nijmegen, The Netherlands

Approximations
Apel, T., Technical University of Chemnitz, Germany

Finite element methods
Brenner, S.,University of South Carolina, Columbia USA and C. Carstensen, T.U. Vienna, Austria

The p-version of the Finite Element Method
B.A. Szabó, Washington University, A. Düster and E Rank, Technical University Munich

Spectral methods
Quarteroni, A., Ecole Polytechnique Fédérale de Lausanne, Switzerland

Mixed finite elements methods
Auricchio, F., F. Brezzi and C. Lovadina, University of Pavia, Italy

Meshless methods
Belytschko, T., Northwestern University, USA

Discrete element methods
Bicanic, N., University of Glascow, UK

Boundary element methods
Hsiao, G.C., University of Delaware, USA, W.L.Wendland,Universität Stuttgart, Germany

Coupling of boundary element methods and finite element methods
Stephan, E., University of Hannover, Germany

Arbitrary Langrangian-Eulerian methods
Donéa, J., Université de Liège, Belgium, A. Huerta, Universidad Politecnica de Catalunya, Spain, J.-P. Ponthot, Université de Liège, Belgium

Finite volume methods: foundation and analysis
Barth, T. , NASA, USA and M. Ohlberger, University of Freiburg.

Adaptive wavelet techniques in numerical simulation
Dahmen, W., RWTH Aachen, Germany

Mesh generation and mesh adapivity
George, P.-L., H. Borouchaki, P.J. Frey, P. Laug and E. Saltel, INRIA Le Chesnay, France

Geometrical modeling of technical objects
Wolter, H. N. Peinecke and M. Reuter, Universität Hannover, Germany

Visualization
Schroeder, D. and M. Shephard, Rensselaer Polytechnic Institute, USA

Plates and shells: asymptotic expansions and hierarchic models
Dauge, M., University of Rennes, France, E.Faou, IRISA (Rennes) France and Z.Yosibash, Beer Sheva, Israel

Linear algebraic solvers and Eigenvalue analysis
Van der Vorst, H., Utrecht University, The Netherlands

Multilevel solution methods for finite element methods and boundary element methods
Hackbusch, W., Christian-Albrechts University, Germany

Panels cluster techniques and hierarchical matrix techniques for BEM and FEM
Hackbusch, W., Christian-Albrechts University, Germany

Domain decomposition methods and preconditioning
Langer, U., Johannes Kepler University Linz, Austria and V.G. Korneev, St.Petersburg State Polytechnical University, Russia and University of Westminster, UK

Solvers for nonlinear systems including bifurcation and turning points
Rheinboldt, W. University of Pittsburgh, USA

Discretisation methods and solvers for parabolic systems
Eriksson, J.K., Chalmers University of Technology, Sweden

Time-dependent problems with the boundary integral equation method
Costabel, M, IRMAR Rennes, France

Electromagnetics
Demkowicz, T. University of Texas at Austin, USA