Keyes, David E. (ed.); Chan, Tony F. (ed.); Meurant, Gérard (ed.); Scroggs, Jeffrey S. (ed.); Voigt, Robert G. (ed.) Fifth international SIAM symposium on domain decomposition methods for partial differential equations, held in Norfolk, Virginia, USA, May 6-8, 1991. (English) Zbl 0758.00015 Philadelphia, PA: SIAM, Society for Industrial and Applied Mathematics. xiii, 623 (1992). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Dryja, Maksymilian; Widlund, Olof B., Additive Schwarz methods for elliptic finite element problems in three dimensions, 3-18 [Zbl 0772.65021]Widlund, Olof B., Some Schwarz methods for symmetric and nonsymmetric elliptic problems, 19-36 [Zbl 0772.65025]d’Hennezel, Frédéric, Domain decomposition method with nonsymmetric interface operator, 37-47 [Zbl 0770.65083]Ewing, Richard E.; Wang, Junping, The Schwarz algorithm and multilevel decomposition iterative techniques for mixed finite element methods, 48-55 [Zbl 0770.65084]Khoromskij, B. N.; Mazurkevich, G. E., Preconditioners for one class of elliptic problems in not simply connected domains, 56-61 [Zbl 0770.65086]Nepomnyaschikh, S. V., Decomposition and fictitious domains methods for elliptic boundary value problems, 62-72 [Zbl 0770.65089]Roux, François-Xavier, Spectral analysis of the interface operators associated with the preconditioned saddle-point principle domain decomposition method, 73-90 [Zbl 0770.65091]Smith, Barry F., An iterative substructuring algorithm for problems in three dimensions, 91-98 [Zbl 0770.65093]Thomas, J.-M., Finite element matching methods, 99-105 [Zbl 0770.65094]Xu, Jinchao, Iterative methods by SPD and small subspace solvers for nonsymmetric or indefinite problems, 106-118 [Zbl 0770.65020]Zhang, Xuejun, Domain decomposition algorithms for the biharmonic Dirichlet problem, 119-126 [Zbl 0770.65095]Quarteroni, Alfio; Pasquarelli, Franco; Valli, Alberto, Heterogeneous domain decomposition: Principles, algorithms, applications, 129-150 [Zbl 0771.65061]Dinh, Q. V.; Glowinski, Roland; He, Jiwen; Kwock, V.; Pan, Tsorng-Whay; Périaux, Jacques, Lagrange multiplier approach to fictitious domain methods: Application to fluid dynamics and electro-magnetics, 151-194 [Zbl 0767.76048]Bayliss, Alvin; Belytschko, Ted; Hansen, David; Turkel, Eli, Adaptive multi-domain spectral methods, 195-203 [Zbl 0771.65059]Black, Kelly, Penalty method utilized for parabolic problems, 204-213 [Zbl 0770.65057]Bourquin, Frédéric; d’Hennezel, Frédéric, Application of domain decomposition techniques to modal synthesis for eigenvalue problems, 214-223 [Zbl 0770.65042]Cai, Xiao-Chuan; Gropp, William D.; Keyes, David E., A comparison of some domain decomposition algorithms for nonsymmetric ellliptic problems, 224-235 [Zbl 0770.65079]Chan, Tony F.; Mathew, Tarek P.; Shao, Jian-Ping, Fourier and probe variants of the vertex space domain decomposition algorithm, 236-249 [Zbl 0782.65143]Chin, Raymond C. Y.; Liu, Wei-min, Domain decomposition method and slow passage through a Hopf bifurcation, 250-257 [Zbl 0770.65054]Dostál, Zdeněk, Domain decomposition and PDE with periodic boundary conditions, 258-261 [Zbl 0790.65097]Ewing, Richard E.; Vassilevski, Panayot S., Two-level iterative refinement preconditioners, 262-270 [Zbl 0774.65022]Farhat, Charbel, A saddle-point principle domain decomposition method for the solution of solid mechanics problems, 271-292 [Zbl 0778.73067]Garbey, Marc, Domain decomposition to solve layers and singular perturbation problems, 293-305 [Zbl 0770.65059]Luo, Jenn-Ching, A domain decomposition method for eigenvalue problems, 306-321 [Zbl 0770.65067]Ribbens, Calvin J., On adaptive domain decomposition with moving subdomains, 322-329 [Zbl 0770.65090]Tang, Wei Pai, Numerical solution of a turning point problem, 330-338 [Zbl 0770.65068]Wang, Jin-xian, The parallel block preconditioned conjugate gradient algorithm, 339-345 [Zbl 0770.65017]Gropp, William, Parallel computing and domain decomposition, 349-361 [Zbl 0770.65085]Bjørstad, P. E.; Skogen, M. D., Domain decomposition algorithms of Schwarz type, designed for massively parallel computers, 362-375 [Zbl 0770.65078]Cowsar, Lawrence C.; Weiser, Alan; Wheeler, Mary F., Parallel multigrid and domain decomposition algorithms for elliptic equations, 376-385 [Zbl 0770.65081]Dawson, Clint N., The performance of an explicit/implicit domain decomposition procedure for parabolic equations on an Intel hypercube, 386-393 [Zbl 0770.65058]Mansfield, Lois, Solution of the Stokes problem on distributed-memory multiprocessors, 394-400 [Zbl 0770.65088]Sbosny, Hannes, Parallel multigrid methods on composite meshes, 401-408 [Zbl 0770.65092]Baysal, Oktay; Yen, Guan-Wei, Kinematic domain decomposition for boundary-motion-induced flow simulations, 411-419 [Zbl 0768.76043]Bourgat, Jean-François; Le Tallec, Patrick; Tidriri, Driss; Qiu, Youchim, Numerical coupling of nonconservative or kinetic models with the conservative compressible Navier-Stokes equations, 420-440 [Zbl 0768.76031]Carlenzoli, Claudio; Quarteroni, Alfio; Valli, Alberto, Spectral domain decomposition methods for compressible Navier-Stokes equations, 441-450 [Zbl 0768.76044]Dean, E. J.; Dinh, Q. V.; Glowinski, Roland; He, Jiwen; Pan, Tsorng-Whay; Périaux, Jacques, Least squares/domain imbedding methods for Neumann problems: Applications to fluid dynamics, 451-475 [Zbl 0768.76045]Fouladi, Kamran; Baysal, Oktay; Newman, James C., Hybrid domain decomposition for configurations with multiple nonsimilar components, 476-484 [Zbl 0768.76048]Henderson, Ron; Karniadakis, George Em, Hybrid spectral element methods for flows over rough walls, 485-497 [Zbl 0768.76050]Ku, Hwar-Ching, A submerged body moving in a stratified medium via domain decomposition technique, 498-505 [Zbl 0768.76052]Lie, Ivar, Heterogeneous domain decomposition for acoustic bottom interaction problems, 506-517 [Zbl 0767.76051]Mejia, Raymond, Solution of differential-algebraic equations for renal acid-base balance, 518-526 [Zbl 0767.92008]Nkaoua, Thierry, Coupling particles and finite differences for the nonlinear radiative transfer equations, 527-530 [Zbl 0770.65100]Phillips, Timothy N., Pseudospectral domain decomposition techniques for the Navier-Stokes equations, 531-540 [Zbl 0767.76053]Prentice, John K.; Fikani, Michael M., A domain decomposition technique for computational solid dynamics, 541-544 [Zbl 0767.73091]Rønquist, Einar M., A domain decomposition method for elliptic boundary value problems: Application to unsteady incompressible fluid flow, 545-557 [Zbl 0767.76056]Sanetrik, Mark D.; Swanson, R. Charles, A multiblock multigrid solution procedure for multielement airfoils, 558-565 [Zbl 0767.76057]Sidilkover, David; Karniadakis, George Em, Non-oscillatory spectral element Chebyshev method for shock wave calculations, 566-585 [Zbl 0767.76059]Srinivasan, Kumar; Rubin, Stanley G., Adaptive multigrid domain decomposition solutions of the reduced Navier- Stokes equations, 586-596 [Zbl 0767.76060]Taha, Thiab R., A parallel algorithm for an investigation of self-focusing singularity of higher KdV equations, 597-604 [Zbl 0770.65096]Venkata, Ramana G.; Oliger, Joseph; Ferziger, Joel, Composite grids for flow computations on complex 3D domains, 605-613 [Zbl 0800.76381]Zampieri, Elena, A multidomain spectral collocation solver for the elasticity problem, 614-623 [Zbl 0767.73092] Cited in 50 ReviewsCited in 9 Documents MSC: 00B25 Proceedings of conferences of miscellaneous specific interest 35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations 65-06 Proceedings, conferences, collections, etc. pertaining to numerical analysis Keywords:Norfolk, VA (USA); Domain decomposition methods; Partial differential equations; SIAM; Conference; Proceedings Citations:Zbl 0695.00026 PDFBibTeX XMLCite \textit{D. E. Keyes} (ed.) et al., Fifth international SIAM symposium on domain decomposition methods for partial differential equations, held in Norfolk, Virginia, USA, May 6-8, 1991. Philadelphia, PA: SIAM (1992; Zbl 0758.00015)