Hyperbolic problems: Theory, numerics, applications. Proceedings of the 7th international conference, Zürich, Switzerland, February 1998. Vol. I (Q1284343)

The articles of this volume will be reviewed individually. The 5th conference (1994) has been reviewed (see Zbl 0903.00041). Indexed articles: \textit{Aregba-Driollet, D.; Natalini, R.}, Discrete kinetic schemes for systems of conservation laws, 1-10 [Zbl 0930.65095] \textit{Arminjon, Paul; Madrane, Aziz}, A mixed finite volume/finite element method for 2-dimensional compressible Navier-Stokes equations on unstructured grids, 11-20 [Zbl 0939.76049] \textit{Asakura, Fumioki}, Large time stability of propagating phase boundaries, 21-29 [Zbl 0928.35096] \textit{Ben Moussa, B.; Lanson, N.; Vila, J. P.}, Convergence of meshless methods for conservation laws applications to Euler equations, 31-40 [Zbl 0930.65102] \textit{Benzoni, Sylvie}, Multi-dimensional stability of propagating phase boundaries, 41-45 [Zbl 0924.35106] \textit{Berthon, Christophe; Coquel, Frédéric}, Travelling wave solutions of a convective diffusive system with first and second order terms in nonconservation form, 47-54 [Zbl 0934.35030] \textit{Bianco, Franca; Puppo, Gabriella; Russo, Giovanni}, High order central schemes for hyperbolic systems of conservation laws, 55-64 [Zbl 0930.65096] \textit{Billet, G.; Louedin, O.}, A simple algorithm to improve the accuracy of TVD-MUSCL schemes, 65-75 [Zbl 0936.76052] \textit{Blokhin, Alexander M.; Trakhinin, Yuri L.}, Hyperbolic initial boundary value problems on the stability of strong discontinuities in continuum mechanics, 77-86 [Zbl 0933.35138] \textit{Bock, Igor}, On hyperbolic integro-differential von Kármán equations for viscoelastic plates, 87-96 [Zbl 0942.35004] \textit{Bogoyavlenskij, Oleg I.}, Courant's problems and their extensions, 97-104 [Zbl 0926.35082] \textit{Bona, Carles}, Old and new hyperbolic approaches in general relativity, 105-112 [Zbl 0924.35181] \textit{Bouchut, François; James, François}, Differentiability with respect to initial data for a scalar conservation law, 113-118 [Zbl 0928.35097] \textit{Braun, Manfred; Kosiński, Sławomir}, Evolution behavior of transverse shocks in a nonlinear elastic layer, 119-128 [Zbl 0927.35066] \textit{Buffard, Thierry; Gallouët, Thierry; Hérard, Jean-Marc}, A naive Riemann solver to compute a non-conservative hyperbolic system, 129-138 [Zbl 0939.76057] \textit{Chen, Gui-Qiang}, Compactness and asymptotic behavior of entropy solutions without locally bounded variation for hyperbolic conservation laws, 139-148 [Zbl 0927.35063] \textit{Chen, Shuxing}, Non-symmetric conical supersonic flow, 149-158 [Zbl 0926.35118] \textit{Clerc, Sébastien}, On the preconditioning of finite volume schemes, 159-165 [Zbl 0923.76221] \textit{Cockburn, Bernardo; Gremaud, Pierre Alain; Yang, Jimmy X.}, A priori error estimates for nonlinear scalar conservation laws, 167-176 [Zbl 0929.65071] \textit{da Mota, J.; Dantas, W.; Marchesin, D.}, Traveling waves for combustion in porous media, 177-187 [Zbl 0934.35091] \textit{Danchin, Raphaël}, Evolution of a cusp-like singularity in a vortex patch, 189-194 [Zbl 0928.35131] \textit{De Sterck, H.; Deconinck, H.; Poedts, S.; Roose, D.}, A bow shock flow containing (almost) all types of (`exotic') MHD discontinuities, 195-204 [Zbl 0937.76040] \textit{Deshpande, S. M.}, Application of kinetic schemes to all types of meshes, 205-214 [Zbl 0936.76039] \textit{Desjardins, Benoît}, On the regularity of solutions of the compressible isentropic Navier-Stokes equations, 215-224 [Zbl 0927.35079] \textit{Despres, Bruno}, Entropy inequality for high-order discontinuous Galerkin approximation of Euler equations, 225-231 [Zbl 0960.76056] \textit{Domański, Włodzimierz}, Asymptotic equations for weakly nonlinear elastic waves in a cubic crystal, 233-241 [Zbl 0928.35178] \textit{Donat, Rosa; Marquina, Antonio}, Computing strong shocks in ultrarelativistic flows: A robust alternative, 243-251 [Zbl 0936.76053] \textit{Doronin, Gleb G.; Souza, Aparecido J.}, A free boundary problem for an elastic-plastic flow model, 253-262 [Zbl 0928.35212] \textit{Efraimsson, Gunilla; Kreiss, Gunilla}, Numerical errors downstream of slightly viscous shocks, 263-271 [Zbl 0936.76069] \textit{Engquist, Björn; Runborg, Olof}, Multiphase computations in geometrical optics, 273-284 [Zbl 0963.78004] \textit{Evje, Steinar; Karlsen, Kenneth Hvistendahl}, Degenerate convection-diffusion equations and implicit monotone difference schemes, 285-294 [Zbl 0931.65094] \textit{Fey, Michael}, On the numerical solution of multi-dimensional nonlinear systems of conservation laws, 295-303 [Zbl 0929.65065] \textit{Folini, Doris; Walder, Rolf}, 3D radiative transfer under conditions of non-local thermodynamic equilibrium: A contribution to the numerical solution, 305-314 [Zbl 0938.85004] \textit{Forrer, Hans; Berger, Marsha}, Flow simulations on Cartesian grids involving complex moving geometries, 315-324 [Zbl 0936.76040] \textit{Fořt, J.; Fürst, J.; Halama, J.; Hrušová, M.; Kozel, K.}, Comparisons of cell centered and cell vertex finite volume methods for internal flow problems, 325-332 [Zbl 0923.76222] \textit{Freistühler, Heinrich; Rohde, Christian}, Numerical methods for viscous profiles of non-classical shock waves, 333-342 [Zbl 0936.76063] \textit{Frid, Hermano}, On the asymptotic behavior of solutions of certain multi-D viscous systems of conservation laws, 343-352 [Zbl 0931.35099] \textit{Fries, Christian}, Stability of general shock profiles -- a novel weight function for the non-convex case, 353-359 [Zbl 0927.35067] \textit{Galkin, V. A.}, Global correctness of Cauchy problem for nonlinear conservation laws systems and one example for the gas dynamics, 361-367 [Zbl 0932.35141] \textit{Gallagher, Isabelle}, Asymptotics for hyperbolic equations with a skew-symmetric perturbation, 369-373 [Zbl 0926.35077] \textit{Giese, Guido}, Decomposition of the elastic-plastic wave equation into advection equations, 375-384 [Zbl 0924.73077] \textit{Gottschlich-Müller, Birgit; Müller, Siegfried}, Adaptive finite volume schemes for conservation laws based on local multiresolution techniques, 385-394 [Zbl 0929.65081] \textit{Grassin, M.}, Existence of global smooth solutions to Euler equations for an isentropic perfect gas, 395-400 [Zbl 0928.35132] \textit{Grauer, Rainer}, Adaptive mesh refinement for singular structures in incompressible hydro- and magnetohydrodynamic flows, 401-410 [Zbl 0937.76073] \textit{Griebel, Michael; Zumbusch, Gerhard}, Adaptive sparse grids for hyperbolic conservation laws, 411-422 [Zbl 0929.65075] \textit{Guiochon, G.; James, F.; Sepúlveda, M.}, Numerical results for the flux identification in a system of conservation laws, 423-432 [Zbl 0927.35131] \textit{Gutzmer, Tim}, Adaptive mesh coarsening in CFD, 433-444 [Zbl 0937.76061] \textit{Hänel, D.; Roth, P.; Rose, M.; Thill, C.; Uphoff, U.; Vilsmeier, R.}, Adaptive grid methods for reactive flows, 445-454 [Zbl 0937.76041] \textit{Hattori, Harumi}, The Riemann problem of a system for a phase transition problem, 455-464 [Zbl 0927.35073] \textit{Hazra, S. B.}, Computation of high-speed flow using non-oscillatory scheme, 465-474 [Zbl 0938.76056] \textit{Hood, Alan W.}, Nonlinear MHD processes in the sun's atmosphere, 475-483 [Zbl 0928.35133] \textit{Hsiao, Ling; Pan, Ronghua}, The relaxation approximation to hyperbolic system of conservation laws, 485-491 [Zbl 0931.35100] \textit{Hvistendahl, K.; Lie, K.-A.; Risebro, N. H.}, A front tracking method for conservation laws with boundary conditions, 493-502 [Zbl 0928.35098]