Journal of Scientific Computing, Volume 17

Volume 17, Number 1-4, December 2002

• Bertil Gustafsson:
  Foreword. 1-2
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• Paul Houston, Max Jensen, Endre Süli:
  hp-Discontinuous Galerkin Finite Element Methods with Least-Squares Stabilization. 3-25
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• Jue Yan, Chi-Wang Shu:
  Local Discontinuous Galerkin Methods for Partial Differential Equations with Higher Order Derivatives. 27-47
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• Cem M. Albukrek, Karsten Urban, Dietmar Rempfer, John L. Lumley:
  Divergence-Free Wavelet Analysis of Turbulent Flows. 49-66
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• Daniele Funaro:
  Superconsistent Discretizations. 67-79
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• Paul F. Fischer, Gerald W. Kruse, Francis Loth:
  Spectral Element Methods for Transitional Flows in Complex Geometries. 81-98
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• Michelle Schatzman:
  Toward Non Commutative Numerical Analysis: High Order Integration in Time. 99-116
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• L. Demkowicz, W. Rachowicz, Ph. Devloo:
  A Fully Automatic hp-Adaptivity. 117-142
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• C. Eskilsson, S. J. Sherwin:
  A Discontinuous Spectral Element Model for Boussinesq-Type Equations. 143-152
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• Eric Serre, Serge Gauthier:
  An Auto-Adaptive Multidomain Spectral Technique for Linear Stability Analysis: Application to Viscous Compressible Flows. 153-165
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• Rick Archibald, Anne Gelb:
  Reducing the Effects of Noise in Image Reconstruction. 167-180
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• Bernhard Müller, H. C. Yee:
  Entropy Splitting for High Order Numerical Simulation of Vortex Sound at Low Mach Numbers. 181-190
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• Cédric Chauvière, Robert G. Owens:
  A Robust Spectral Element Method for Simulations of Time-Dependent Viscoelastic Flows, Derived from the Brownian Configuration Field Method. 191-199
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• X. Escriva, Emmanuel Leriche, T. N. Phillips:
  Preconditioned Uzawa Algorithm for the Velocity-Pressure-Stress Formulation of Viscoelastic Flow Problems. 201-210
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• Steven J. Ruuth, Raymond J. Spiteri:
  Two Barriers on Strong-Stability-Preserving Time Discretization Methods. 211-220
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• Willi Schönauer, Torsten Adolph:
  Higher Order May Be Better or May Not Be Better: Investigations with the FDEM (Finite Difference Element Method). 221-229
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• T. Schwartzkopff, Claus-Dieter Munz, E. F. Toro:
  ADER: A High-Order Approach for Linear Hyperbolic Systems in 2D. 231-240
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• Wendy Kress, Bertil Gustafsson:
  Deferred Correction Methods for Initial Boundary Value Problems. 241-251
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• Jirí Fürst, Karel Kozel:
  Application of Second Order TVD and WENO Schemes in Internal Aerodynamics. 253-262
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• Gabriella Puppo:
  Numerical Entropy Production on Shocks and Smooth Transitions. 263-271
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• Richard Pasquetti, C. J. Xu:
  High-Order Algorithms for Large-Eddy Simulation of Incompressible Flows. 273-284
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• Michael M. J. Proot, Marc I. Gerritsma:
  A Least-Squares Spectral Element Formulation for the Stokes Problem. 285-296
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• Marc I. Gerritsma, Michael M. J. Proot:
  Analysis of a Discontinuous Least Squares Spectral Element Method. 297-306
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• Stefano Berrone, Laurent Emmel:
  Towards a Realization of a Wavelet Galerkin Method on Non-Trivial Domains. 307-317
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• M. Jardak, Chau-Hsing Su, George E. Karniadakis:
  Spectral Polynomial Chaos Solutions of the Stochastic Advection Equation. 319-338
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• Stephen J. Thomas, Richard D. Loft:
  Semi-Implicit Spectral Element Atmospheric Model. 339-350
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• Gadi Fibich, Boaz Ilan, S. Tsynkov:
  Computation of Nonlinear Backscattering Using a High-Order Numerical Method. 351-364
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• P. Droll, M. Schäfer:
  A Pseudospectral Multi-Domain Method for the Incompressible Navier-Stokes Equations. 365-374
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• Alexei Lozinski, Robert G. Owens, Alfio Quarteroni:
  On the Simulation of Unsteady Flow of an Oldroyd-B Fluid by Spectral Methods. 375-383
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• Huiyu Feng, Catherine Mavriplis:
  Adaptive Spectral Element Simulations of Thin Premixed Flame Sheet Deformations. 385-395
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• A. Düster, Andreas Niggl, Vera Nübel, Ernst Rank:
  A Numerical Investigation of High-Order Finite Elements for Problems of Elastoplasticity. 397-404
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• Saul Abarbanel, David I. Gottlieb, Jan S. Hesthaven:
  Long Time Behavior of the Perfectly Matched Layer Equations in Computational Electromagnetics. 405-422
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• Moshe Goldberg, Anna Pidgirnyak:
  Stability Criteria for Finite Difference Approximations to Parabolic Systems-An Update. 423-435
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• Yvon Maday, Anthony T. Patera, Gabriel Turinici:
  A Priori Convergence Theory for Reduced-Basis Approximations of Single-Parameter Elliptic Partial Differential Equations. 437-446
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• Yvon Maday, Einar M. Rønquist:
  A Reduced-Basis Element Method. 447-459
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• Eric Cancès, Claude LeBris, Yvon Maday, Gabriel Turinici:
  Towards Reduced Basis Approaches in ab initio Electronic Structure Computations. 461-469
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• Moshe Israeli, Elena Braverman, Amir Averbuch:
  A Hierarchical 3-D Poisson Modified Fourier Solver by Domain Decomposition. 471-479
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• Rubén S. Montero, Ignacio Martín Llorente, Manuel D. Salas:
  A Robust Multigrid Algorithm for the Simulation of a Yawed Flat Plate. 481-490
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• Alina Chertock, Doron Levy:
  A Particle Method for the KdV Equation. 491-499
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• Anne Gelb, Zdzislaw Jackiewicz, Bruno D. Welfert:
  Absorbing Boundary Conditions of the Second Order for the Pseudospectral Chebyshev Methods for Wave Propagation. 501-512
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• D. Dijkstra:
  Doubling the Degree of Precision Without Doubling the Grid When Solving a Differential Equation with a Pseudo-Spectral Collocation Method. 513-527
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• Ole F. Næss, Knut S. Eckhoff:
  A Modified Fourier-Galerkin Method for the Poisson and Helmholtz Equations. 529-539
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• Bertil Gustafsson, Lina Hemmingsson-Frändén:
  Deferred Correction in Space and Time. 541-550
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• Arnim Brüger, Jonas Nilsson, Wendy Kress:
  A Compact Higher Order Finite Difference Method for the Incompressible Navier-Stokes Equations. 551-560
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• Ilaria Perugia, Dominik Schötzau:
  An h-Analysis of the Local Discontinuous Galerkin Method for Diffusion Problems. 561-571
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• Mejdi Azaïez:
  A Spectral Element Projection Scheme for Incompressible Flow with Application to the Unsteady Axisymmetric Stokes Problem. 573-584
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• Jin Xu, Dongbin Xiu, George E. Karniadakis:
  A Semi-Lagrangian Method for Turbulence Simulations Using Mixed Spectral Discretizations. 585-597
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• H. Joachim Schroll:
  High Resolution Relaxed Upwind Schemes in Gas Dynamics. 599-607
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• V. A. Titarev, E. F. Toro:
  ADER: Arbitrary High Order Godunov Approach. 609-618
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• D. Wilhelm, L. Kleiser:
  Application of a Spectral Element Method to Two-Dimensional Forward-Facing Step Flow. 619-627
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• Dan Stefanica:
  FETI and FETI-DP Methods for Spectral and Mortar Spectral Elements: A Performance Comparison. 629-638
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• D. Weill, M. O. Deville:
  Steady Gap Flows by the Spectral and Mortar Element Method. 639-648
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• Nicolas Fiétier, Michel O. Deville:
  Simulations of Time-Dependent Flows of Viscoelastic Fluids with Spectral Element Methods. 649-657
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• Ana-Maria Matache:
  Sparse Two-Scale FEM for Homogenization Problems. 659-669
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• A. W. Rüegg:
  Implementation of Generalized Finite Element Methods for Homogenization Problems. 671-681
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• Lorenzo Héctor Juárez, Roland Glowinski, T. W. Pan:
  Numerical Simulation of the Sedimentation of Rigid Bodies in an Incompressible Viscous Fluid by Lagrange Multiplier/Fictitious Domain Methods Combined with the Taylor-Hood Finite Element Approximation. 683-694
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• Gennaro Coppola, Carlo Meola:
  Generalization of the Spline Interpolation Based on the Principle of the Compact Schemes. 695-706
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