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The articles of this volume will be reviewed individually. The preceding conference (10, 2004) has been reviewed (see Zbl 1089.35005, Zbl 1089.35004).
Indexed articles:
Font, J. A., General relativistic hydrodynamics and magnetohydrodynamics: hyperbolic systems in relativistic astrophysics, 3-17 [Zbl 1151.83006]
Godunov, S. K., On approximations for overdetermined hyperbolic equations, 19-33 [Zbl 1141.35427]
Guo, Y., Stable galaxy configurations, 35-43 [Zbl 1139.85300]
Kawashima, S., Dissipative structure of regularity-loss type applications, 45-57 [Zbl 1140.35354]
Bianchini, S.; Hanouzet, B.; Natalini, R., Dissipative hyperbolic systems: the asymptotic behavior of solutions, 59-73 [Zbl 1141.35411]
Dolejší, V., Higher order numerical schemes for hyperbolic systems with an application in fluid dynamics, 77-88 [Zbl 1354.76128]
Chiavassa, G.; Donat, R., A penalization technique for the efficient computation of compressible fluid flow with obstacles, 89-100 [Zbl 1354.76127]
Elling, V.; Liu, T.-P., Exact solutions to supersonic flow onto a solid wedge, 101-112 [Zbl 1354.76084]
Gallouët, T., Resonance and nonlinearities, 113-124 [Zbl 1141.35332]
Ha, S.-Y.; Yamazaki, M.; Yun, S. B., \(L^p\)-stability theory of the Boltzmann equation near vacuum, 125-133 [Zbl 1141.35044]
Abgrall, R.; Karni, S., A relaxation scheme for the two-layer shallow water system, 135-144 [Zbl 1369.76030]
Bhaya, D.; Levy, D.; Requeijo, T., Group dynamics of phototaxis: interacting stochastic many-particle systems and their continuum limit, 145-159 [Zbl 1145.92001]
Li, Hai-Liang; Li, Jing; Xin, Zhouping, Vacuum problem of one-dimensional compressible Navier-Stokes equations, 161-172 [Zbl 1369.76012]
Mascia, C., Stability and instability issues for relaxation shock profiles, 173-185 [Zbl 1141.35301]
Dedner, A.; Ohlberger, M., A new \(hp\)-adaptive DG scheme for conservation laws based on error control, 187-198 [Zbl 1138.65089]
Gallaire, F.; Gérard-Varet, D.; Rousset, F., Elliptic and centrifugal instabilities in incompressible fluids, 199-208 [Zbl 1372.76048]
Trakhinin, Y., On compressible current-vortex sheets, 209-220 [Zbl 1372.76041]
Trivisa, K., On the motion of binary fluid mixtures, 221-232 [Zbl 1388.35165]
Zhang, X.; Zuazua, E., On the optimality of the observability inequalities for Kirchhoff plate systems with potentials in unbounded domains, 233-243 [Zbl 1134.74030]
Bresch, D.; Castro Díaz, M. J.; Fernández-Nieto, E. D.; Ferreiro, A. M.; Mangeney, A., High order finite volume methods applied to sediment transport and submarine avalanches, 248-258 [Zbl 1388.76167]
Gallardo, J. M.; Castro, M.; Parés, C.; González-Vida, J. M., On a well-balanced high-order finite volume scheme for the shallow water equations with bottom topography and dry areas, 259-270 [Zbl 1388.76175]
Amadori, D., Homogenization of conservation laws with oscillatory source and nonoscillatory data, 299-306 [Zbl 1141.35414]
Ambrose, D. M., Short-time well-posedness of free-surface problems in irrotational 3D fluids, 307-314 [Zbl 1134.76006]
Aregba-Driollet, D., Mathematical study of static grain deep-bed drying models, 315-322 [Zbl 1388.76428]
Arminjon, P.; Touma, R., Finite volume central schemes for three-dimensional ideal MHD, 323-330 [Zbl 1134.76036]
Birken, P., Finite volume methods for low Mach number flows under buoyancy, 331-338 [Zbl 1388.76165]
Bourchtein, A.; Bourchtein, L., Time splitting with improved accuracy for the shallow water equations, 339-346 [Zbl 1388.76200]
Čada, M.; Torrilhon, M.; Jeltsch, R., Compact third-order logarithmic limiting for nonlinear hyperbolic conservation laws, 347-354 [Zbl 1134.76035]
Calhoun, D.; Helzel, C.; LeVeque, R. J., A finite volume grid for solving hyperbolic problems on the sphere, 355-362 [Zbl 1138.65066]
Chalons, C.; Coquel, F., Capturing infinitely sharp discrete shock profiles with the Godunov scheme, 363-370 [Zbl 1138.65067]
Chertock, A.; Kashdan, E.; Kurganov, A., Propagation of diffusing pollutant by a hybrid Eulerian-Lagrangian method, 371-379 [Zbl 1354.76115]
Christoforou, C., Nonlocal conservation laws with memory, 381-388 [Zbl 1169.35358]
Coclite, G. M.; Holden, H.; Karlsen, K. H., Global weak solutions for a shallow water equation, 389-396 [Zbl 1168.35415]
Audebert, B.; Coquel, F., Structural stability of shock solutions of hyperbolic systems in nonconservation form via kinetic relations, 397-405 [Zbl 1141.35420]
Amadori, D.; Corli, A., A hyperbolic model of multiphase flow, 407-414 [Zbl 1140.35514]
Coulombel, J.-F.; Secchi, P., Nonlinear stability of compressible vortex sheets, 415-422 [Zbl 1167.35552]
Crippa, G.; de Lellis, C., Regularity and compactness for the DiPerna-Lions flow, 423-430 [Zbl 1144.35365]
Cuesta, C. M., A note on \(L^1\) stability of traveling waves for a one-dimensional BGK-model, 431-438 [Zbl 1167.35530]
Després, B., The weak Rankine Hugoniot inequality, 439-442 [Zbl 1144.35438]
Dickopp, C.; Ballmann, J., Numerical investigations concerning the strategy of control of the spatial order of approximation along a fitted gas-liquid interface, 449-456 [Zbl 1388.76129]
Donatelli, D.; Marcati, P., Artificial compressibility approximation for the incompressible Navier-Stokes equations on unbounded domain, 475-483 [Zbl 1388.35142]
Dressel, A.; Yong, W.-A., Traveling-wave solutions for hyperbolic systems of balance laws, 485-492 [Zbl 1141.35415]
Evje, S.; Karlsen, K. H., A hyperbolic-elliptic model for coupled well-porous media flow, 493-501 [Zbl 1388.35154]
Feireisl, E., Asymptotic properties of a class of weak solutions to the Navier-Stokes-Fourier system, 511-522 [Zbl 1388.35143]
Feistauer, M.; Kučera, V., A new technique for the numerical solution of the compressible Euler equations with arbitrary Mach numbers, 523-531 [Zbl 1138.65090]
Hsiao, L.; Li, F.; Wang, S., Monokinetic limits of the Vlasov-Poisson/Maxwell-Fokker-Planck system, 533-540 [Zbl 1168.35418]
George, D. L.; LeVeque, R. J., High-resolution methods and adaptive refinement for tsunami propagation and inundation, 541-549 [Zbl 1388.86010]
Gittel, H.-P., Young measure solutions of some nonlinear mixed type equations, 551-558 [Zbl 1152.35461]
Chalons, C.; Goatin, P., Computing phase transitions arising in traffic flow modeling, 559-566 [Zbl 1137.65394]
Boutin, B.; Coquel, F.; Godlewski, E., Dafermos regularization for interface coupling of conservation laws, 567-574 [Zbl 1144.35437]
Colombo, R. M.; Guerra, G., Nonlocal sources in hyperbolic balance laws with applications, 576-584 [Zbl 1140.35517]
Havlík, P.; Liska, R., Comparison of several finite difference methods for magnetohydrodynamics in 1D and 2D, 585-592 [Zbl 1134.76047]
Endres, E. E.; Jenssen, H. K., On global large solutions to 1D gas dynamics, 593-600 [Zbl 1388.35127]
Kemm, F., A carbuncle free Roe-type solver for the Euler equations, 601-608 [Zbl 1138.65072]
Ketcheson, D. I.; LeVeque, R. J., WENOCLAW: A higher order wave propagation method, 609-616 [Zbl 1138.65084]
Kozlinskaya, T.; Kovenya, V., The predictor-corrector method for solving of magnetohydrodynamic problems, 625-633 [Zbl 1388.76443]
Kurganov, A.; Petrova, G., A central-upwind scheme for nonlinear water waves generated by submarine landslides, 635-642 [Zbl 1134.76040]
Laforest, M., An a posteriori error estimate for Glimm’s scheme, 643-651 [Zbl 1140.35324]
Lambert, W.; Marchesin, D., Multiphase flows in mass transfer in porous media, 653-660 [Zbl 1388.76365]
Lattanzio, C.; Mascia, C.; Serre, D., Nonlinear hyperbolic-elliptic coupled systems arising in radiation dynamics, 661-669 [Zbl 1140.35523]
Ludovic, L.; Estelle, C.; Jorge, L., The Lagrangian coordinates applied to the LWR model, 671-678 [Zbl 1139.65061]
LeFloch, P. G., Hyperbolic conservation laws and spacetimes with limited regularity, 679-686 [Zbl 1140.35301]
Kucharik, M.; Liska, R.; Loubere, R.; Shashkov, M., Arbitrary Lagrangian-Eulerian (ALE) method in cylindrical coordinates for laser plasma simulations, 687-694 [Zbl 1138.65094]
Kraft, M.; Lukáčová-Medvid’ová, M., Numerical aspects of parabolic regularization for resonant hyperbolic balance laws, 695-702 [Zbl 1138.65073]
Madrane, A., Three-dimensional adaptive central schemes on unstructured staggered grids, 703-710 [Zbl 1139.65062]
Matos, V.; Marchesin, D., High amplitude solutions for small data in pairs of conservation laws that change type, 711-719 [Zbl 1140.35540]
Mentrelli, A.; Ruggeri, T., Asymptotic behavior of Riemann problem with structure for hyperbolic dissipative systems, 721-729 [Zbl 1140.35526]
Mishra, S., Maximal entropy solutions for a scalar conservation law with discontinuous flux, 731-738 [Zbl 1140.35519]
Morales, T.; Bouchut, F., Semidiscrete entropy satisfying approximate Riemann solvers and application to the Suliciu relaxation approximation, 739-746 [Zbl 1369.65101]
Morando, A.; Serre, D., On the \(L^2\)-well posedness of an initial boundary value problem for the linear elasticity in two and three space dimensions, 747-753 [Zbl 1140.35509]
Herty, M.; Moutari, S.; Rascle, M., Intersections modeling with a class of “second-order” models for vehicular traffic flow, 755-763 [Zbl 1173.90355]
Bermúdez de Castro, A.; Muñoz-Sola, R.; Rodríguez, C.; Vilar, M. Ángel, Some constributions about an implicit discretization of a 1D inviscid model for river flows, 765-773 [Zbl 1369.76021]
Kračmar, S.; Nečasová, S.; Penel, P., Remarks on the nonhomogeneous Oseen problem arising from modeling of the fluid around a rotating body, 775-782 [Zbl 1369.76059]
Ha, S.-Y.; Noh, S. E., Multi-D Bony type potential for the Boltzmann-Enskog equation, 783-789 [Zbl 1369.35039]
Nolte, M.; Kröner, D., Convergence of well-balanced schemes for the initial boundary value problem for scalar conservation laws in 1D, 791-798 [Zbl 1140.35326]
Oh, M.; Zumbrun, K., Stability for multidimensional periodic waves near zero frequency, 799-806 [Zbl 1369.35037]
Panov, E. Y., Existence of strong traces for quasisolutions of scalar conservation laws, 807-815 [Zbl 1140.35521]
Parés, C., Path-conservative numerical schemes for nonconservative hyperbolic systems, 817-824 [Zbl 1139.65063]
Pelanti, M.; Bouchut, F.; Mangeney, A.; Vilotte, J.-P., Numerical modeling of two-phase gravitational granular flows with bottom topography, 825-832 [Zbl 1372.86002]
Peng, Y.-J., Linear Lagrangian systems of conservation laws, 833-840 [Zbl 1145.35083]
Freistühler, H.; Plaza, R. G., Normal modes analysis of subsonic phase boundaries in elastic materials, 841-848 [Zbl 1157.35066]
Coquel, F.; Nguyen, Q.-L.; Postel, M.; Tran, Q.-H., Large time step positivity-preserving method for multiphase flows, 849-856 [Zbl 1138.65068]
Alaia, A.; Pieraccini, S.; Puppo, G., Velocity discretization in numerical schemes for BGK equations, 857-864 [Zbl 1139.65068]
Qamar, S.; Warnecke, G., A space-time conservative method for hyperbolic systems of relaxation type, 865-872 [Zbl 1138.65076]
Holden, H.; Raynaud, X., A numerical scheme based on multipeakons for conservative solutions of the Camassa-Holm equation, 873-881 [Zbl 1138.65093]
Rieper, F.; Bader, G., Consistency of the explicit Roe scheme for low-Mach-number flows in exterior domains, 883-890 [Zbl 1134.76042]
Rohde, C.; Tiemann, N.; Yong, W.-A., Weak and classical solutions for a model problem in radiation hydrodynamics, 891-899 [Zbl 1134.76056]
Rottmann-Matthes, J., Spectral analysis of coupled hyperbolic-parabolic systems on finite and infinite intervals, 901-909 [Zbl 1141.35039]
Rouch, O.; St-Hilaire, M.-O.; Arminjon, P., Toward an improved capture of stiff detonation waves, 911-918 [Zbl 1140.35527]
Rozanova, O., Generalized momenta of mass and their applications to the flow of compressible fluid, 919-927 [Zbl 1372.76033]
Russo, G.; Toro, E. F.; Titarev, V. A., ADER-Runge-Kutta schemes for conservation laws in one space dimension, 929-936 [Zbl 1138.65077]
Andreianov, B.; Sbihi, K., Strong boundary traces and well-posedness for scalar conservation laws with dissipative boundary conditions, 937-945 [Zbl 1140.35516]
Ambroso, A.; Chalons, C.; Coquel, F.; Godlewski, E.; Lagoutière, F.; Raviart, P.-A.; Seguin, N., A relaxation method for the coupling of systems of conservation laws, 947-954 [Zbl 1140.35515]
Cavalli, F.; Naldi, G.; Puppo, G.; Semplice, M., Increasing efficiency through optimal RK time integration of diffusion equations, 955-962 [Zbl 1138.65082]
Serna, S., Numerical simulation of relativistic flows described by a general equation of state, 963-970 [Zbl 1138.65079]
Shelkovich, V. M., On delta-shocks and singular shocks, 971-979 [Zbl 1140.35528]
Shen, Wen, Finite dimensional representation of solutions of viscous conservation laws, 987-980 [Zbl 1140.35522]
Shyue, K.-M., A moving-boundary tracking algorithm for inviscid compressible flow, 989-996 [Zbl 1372.76079]
Sofronov, I. L.; Zaitsev, N. A., Transparent boundary conditions for the elastic waves in anisotropic media, 997-1004 [Zbl 1134.74026]
de Souza, A. J., Counterflow combustion in a porous medium, 1005-1012 [Zbl 1134.76065]
Poulou, M. N.; Stavrakakis, N. M., Global attractor and its dimension for a Klein-Gordon-Schrödinger system, 1013-1020 [Zbl 1141.35452]
Sueur, F., A few remarks about a theorem by J. Rauch, 1021-1028 [Zbl 1141.35410]
Garavello, M.; Natalini, R.; Piccoli, B.; Terracina, A., A Riemann solver approach for conservation laws with discontinuous flux, 1029-1036 [Zbl 1138.65070]
Morando, A.; Trebeschi, P., Stability of contact discontinuities for the nonisentropic Euler equations in two-space dimensions, 1033-1060 [Zbl 1140.35347]
Tkachev, D. L.; Blokhin, A. M.; Pashinin, Y. Y., The strong shock wave in the problem on flow around infinite plane wedge, 1037-1044 [Zbl 1134.76017]
Toro, E. F.; Castro, C. E., The derivative Riemann problem for the Baer-Nunziato equations, 1045-1052 [Zbl 1372.35184]
Ustyugov, S. D., Three-dimensional numerical MHD simulations of solar convection, 1061-1068 [Zbl 1372.76080]
Vovelle, J.; Martin, S., Large-time behavior of entropy solutions to scalar conservation laws on bounded domain, 1069-1076 [Zbl 1140.35356]
Witteveen, J. A. S., A second-order improved front tracking method for the numerical treatment of the hyperbolic Euler equations, 1077-1089 [Zbl 1138.65080]
Yalim, M. S.; Abeele, D. V.; Lani, A., Simulation of field-aligned ideal MHD flows around perfectly conducting cylinders using an artificial compressibility approach, 1085-1092 [Zbl 1372.76114]
Fujino, N.; Yamazaki, M., Vanishing at most seventh-order terms of scalar conservation laws, 1093-1100 [Zbl 1140.35518]
Hsiao, L.; Li, Y., Large-time behavior for a compressible energy transport model, 1101-1109 [Zbl 1141.35464]
Tadmor, E.; Zhong, W., Novel entropy stable schemes for 1D and 2D fluid equations, 1111-1119 [Zbl 1134.76048]