The workshop will be organized around the speakers who have accepted to give a presentation :

R. Abgrall (Bordeaux), Very high order residual schemes for scalar problems and systems
T.J. Barth (Nasa Ames) A-Posteriori Error Estimates for Higher Order Godunov Finite Volume Methods and the Discontinuous Galerkin Method on Unstructured Meshes ,
D. Balsara (Notre Dame) Divergence-Free Adaptive Mesh Refinement for MHD
B. Cockburn (Minesota), Discontinuous Galerkin method for incompressible flows
A. Csik (von Karman Institute), Conservation and Monotone Shock Capturing Property of Residual Distribution Schemes for General Nonlinear Conservation Laws over Linear and Nonlinear Finite Elements
D. Careni (Fluent Corp.), Compact Third-order Multidimensional Upwind Discretization for Steady/Unsteady Flow Simulations
H. Deconinck (von Karman Institute), Residual distributive scheme : a historical perspective
D. Kröner (Freiburg) A comparison of discontinuous Galerkin and finite volume schemes for hyperbolic systems,
T.Kromger and S. Noelle (RWTH Aachen), New Exact And Approximate Evolution Operators for Multidimensional Systems of Conservation Laws
A. Lerat and C. Corre (ENSAM Paris), Residual-based compact schemes for steady and unsteady problems
P.L. Roe (U. Michigan), TBA
M. Mezine (Bordeaux), Residual distributive schemes for unsteady problems
C.W. Shu (Brown) Local Discontinuous Galerkin Methods for Partial Differential Equations with Higher Order Derivatives and the Role of Numerical Fluxes
E. Süli (Oxford) hp-Adaptive Finite Element Approximations of Hyperbolic Problems
Z.J. Wang (East Mansing, Mi) High-Order Spectral Volume Method for Conservation Laws
M. Rudgyuard (Warwick, UK), TBA
A. Burbeau (CEA) A p-adaptive RKDG method for compressible flows with and without shock
M. Hubbard (U. Leeds, UK), Extending the Stencil for Higher Order Fluctuation Splitting Schemes
M. Ricchiuto (VKI), Residual Distribution Schemes and Inhomogeneous Conservation Laws: The Scalar Case

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