Journal of Scientific Computing, Volume 19

Volume 19, Number 1-3, December 2003

• Chi-Wang Shu:
  Foreword. 1-2
  Electronic Edition (link) BibTeX
• R. Abgrall, P. L. Roe:
  High Order Fluctuation Schemes on Triangular Meshes. 3-36
  Electronic Edition (link) BibTeX
• Tariq D. Aslam:
  A Level Set Algorithm for Tracking Discontinuities in Hyperbolic Conservation Laws II: Systems of Equations. 37-62
  Electronic Edition (link) BibTeX
• Jean-David Benamou:
  An Introduction to Eulerian Geometrical Optics (1992-2002). 63-93
  Electronic Edition (link) BibTeX
• Marcelo Bertalmío, Vicent Caselles, Bernard Rougé, Andres Fco. Solé:
  TV Based Image Restoration with Local Constraints. 95-122
  Electronic Edition (link) BibTeX
• Li-Tien Cheng:
  Construction of Shapes Arising from the Minkowski Problem Using a Level Set Approach. 123-138
  Electronic Edition (link) BibTeX
• Karthikeyan Duraisamy, James D. Baeder, Jian-Guo Liu:
  Concepts and Application of Time-Limiters to High Resolution Schemes. 139-162
  Electronic Edition (link) BibTeX
• Asghar Esmaeeli, Grétar Tryggvason:
  Computations of Explosive Boiling in Microgravity. 163-182
  Electronic Edition (link) BibTeX
• Frédéric Gibou, Ronald Fedkiw, E. Russel Caflisch, Stanley Osher:
  A Level Set Approach for the Numerical Simulation of Dendritic Growth. 183-199
  Electronic Edition (link) BibTeX
• Xing He, Ann R. Karagozian:
  Numerical Simulation of Pulse Detonation Engine Phenomena. 201-224
  Electronic Edition (link) BibTeX
• Justin Hudson, Peter K. Sweby:
  Formulations for Numerically Approximating Hyperbolic Systems Governing Sediment Transport. 225-252
  Electronic Edition (link) BibTeX
• Kazufumi Ito, Zhilin Li:
  Solving a Nonlinear Problem in Magneto-Rheological Fluids Using the Immersed Interface Method. 253-266
  Electronic Edition (link) BibTeX
• Hailin Jin, Anthony J. Yezzi, Yen-Hsi Richard Tsai, Li-Tien Cheng, Stefano Soatto:
  Estimation of 3D Surface Shape and Smooth Radiance from 2D Images: A Level Set Approach. 267-292
  Electronic Edition (link) BibTeX
• Martin Kruzík, Mitchell Luskin:
  The Computation of Martensitic Microstructure with Piecewise Laminates. 293-308
  Electronic Edition (link) BibTeX
• Barry Merriman:
  Understanding the Shu-Osher Conservative Finite Difference Form. 309-322
  Electronic Edition (link) BibTeX
• Ian M. Mitchell, Claire Tomlin:
  Overapproximating Reachable Sets by Hamilton-Jacobi Projections. 323-346
  Electronic Edition (link) BibTeX
• Audrey Rault, Guillaume Chiavassa, Rosa Donat:
  Shock-Vortex Interactions at High Mach Numbers. 347-371
  Electronic Edition (link) BibTeX
• Steven J. Ruuth, Brian T. R. Wetton:
  A Simple Scheme for Volume-Preserving Motion by Mean Curvature. 373-384
  Electronic Edition (link) BibTeX
• Richard Sanders, Michael Sever:
  The Numerical Study of Singular Shocks Regularized by Small Viscosity. 385-404
  Electronic Edition (link) BibTeX
• Kurt Sebastian, Chi-Wang Shu:
  Multidomain WENO Finite Difference Method with Interpolation at Subdomain Interfaces. 405-438
  Electronic Edition (link) BibTeX
• Peter Smereka:
  Semi-Implicit Level Set Methods for Curvature and Surface Diffusion Motion. 439-456
  Electronic Edition (link) BibTeX
• John Steinhoff, Meng Fan, Lesong Wang, William Dietz:
  Convection of Concentrated Vortices and Passive Scalars as Solitary Waves. 457-478
  Electronic Edition (link) BibTeX
• Mark Sussman, M. Yousuff Hussaini:
  A Discontinuous Spectral Element Method for the Level Set Equation. 479-500
  Electronic Edition (link) BibTeX
• William W. Symes, Jianliang Qian:
  A Slowness Matching Eulerian Method for Multivalued Solutions of Eikonal Equations. 501-526
  Electronic Edition (link) BibTeX
• Anna-Karin Tornberg, Björn Engquist:
  Regularization Techniques for Numerical Approximation of PDEs with Singularities. 527-552
  Electronic Edition (link) BibTeX
• Luminita A. Vese, Stanley Osher:
  Modeling Textures with Total Variation Minimization and Oscillating Patterns in Image Processing. 553-572
  Electronic Edition (link) BibTeX
• Jian-Jun Xu, Hong-Kai Zhao:
  An Eulerian Formulation for Solving Partial Differential Equations Along a Moving Interface. 573-594
  Electronic Edition (link) BibTeX