Multigrid methods IV. Proceedings of the fourth European multigrid conference, Amsterdam, Netherlands, July 6-9, 1993
The articles of this volume will be reviewed individually. Indexed articles: \textit{Bastian, P.; Wittum, G.}, On robust and adaptive multi-grid methods, 1-17 [Zbl 0814.65114] \textit{Douglas, Craig C.}, A generalized multigrid theory in the style of standard iterative methods, 19-34 [Zbl 0814.65115] \textit{Fuchs, L.}, Turbulence modelling as a multi-level approach, 35-42 [Zbl 0810.76072] \textit{Hackbusch, Wolfgang}, The frequency decomposition multi-grid method, 43-56 [Zbl 0809.65120] \textit{Lauwers, P. G.}, Multiscale methods for computing propagators in lattice gauge theory, 57-76 [Zbl 0807.65131] \textit{Ritzdorf, Hubert; Stüben, Klaus}, Adaptive multigrid on distributed memory computers, 77-95 [Zbl 0811.65079] \textit{Vandewalle, Stefan; Horton, Graham}, Multicomputer-multigrid solution of parabolic partial differential equations, 97-109 [Zbl 0814.65093] \textit{Venner, C. H.; Lubrecht, A. A.}, Multilevel solution of integral and integro-differential equations in contact mechanics and lubrication, 111-127 [Zbl 0815.65087] \textit{Bai, X. S.; Fuchs, L.}, A multi-grid method for calculation of turbulence and combustion, 131-142 [Zbl 0810.76050] \textit{Borzì, Alfio; Koubek, Anni}, On a multi-grid algorithm for the TBA equations, 143-150 [Zbl 0812.65128] \textit{Catalano, L. A.; de Palma, P.; Napolitano, M.; Pascazio, G.}, A multidimensional upwind solution adaptive multigrid solver for inviscid cascades, 151-162 [Zbl 0809.76059] \textit{de Keyser, J.; Roose, D.}, Parallel steady Euler calculations using multigrid methods and adaptive irregular meshes, 163-174 [Zbl 0809.76063] \textit{Dick, Erik; Riemslagh, Kris}, Multigrid methods for steady Euler equations based on multi-stage Jacobi relaxation, 175-187 [Zbl 0809.76075] \textit{Edwards, Michael G.; Rogers, Clive F.}, Multigrid and renormalization for reservoir simulation, 189-200 [Zbl 0809.76061] \textit{Golubovici, G.; Popa, C.}, Interpolation and related coarsening techniques for the algebraic multigrid method, 201-213 [Zbl 0809.65116] \textit{Griebel, Michael}, Parallel point-oriented multilevel methods, 215-232 [Zbl 0811.65111] \textit{Haras, Zigo; Ta'asan, Shlomo}, Large discretization step (LDS) methods for evolution equations, 233-244 [Zbl 0808.65084] \textit{Johansson, Peter; Davidson, Lars}, A full multigrid method applied to turbulent flow using the SIMPLEC algorithm together with a collocated arrangement, 245-256 [Zbl 0809.76062] \textit{Neunhoeffer, Tilman}, Multigrid methods for mixed finite element discretizations of variational inequalities, 257-268 [Zbl 0813.65095] \textit{Reusken, Arnold}, Multigrid with matrix-dependent transfer operators for convection- diffusion problems, 269-280 [Zbl 0807.65130] \textit{Rüde, U.}, Multilevel, extrapolation, and sparse grid methods, 281-294 [Zbl 0814.65116] \textit{Stevenson, Rob}, Robust multi-grid with 7-point ILU smoothing, 295-307 [Zbl 0832.65135] \textit{Ta'asan, Shlomo}, Optimal multigrid method for inviscid flows, 309-320 [Zbl 0810.76056] \textit{Turek, Stefan}, Multigrid techniques for simple discretely divergence-free finite element spaces, 321-332 [Zbl 0809.76048] \textit{van der Ploeg, A.; Botta, E. F. F.; Wubs, F. W.}, Grid-independent convergence based on preconditioning techniques, 333-344 [Zbl 0809.65117] \textit{Zhu, Zhong Wen; Lacor, Chris; Hirsch, Charles}, A new residual smoothing method for multigrid acceleration applied to the Navier-Stokes equations, 345-358 [Zbl 0809.76070]
scientific article; zbMATH DE number 606112