Vol. 5 No. 2-4 (2009)
Articles
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A High Order Method for Determining the Edges in the Gradient of a Function
40943 3456 Pages:694-711 -
An hp Adaptive Uniaxial Perfectly Matched Layer Method for Helmholtz Scattering Problems
42098 3636 Pages:546-564 -
A Fourier Spectral Moving Mesh Method for the Cahn-Hilliard Equation with Elasticity
42271 4203 Pages:582-599 -
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Spectral Vanishing Viscosity Stabilized LES of the Ahmed Body Turbulent Wake
41869 3755 Pages:635-648 -
Chebyshev Collocation for Optimal Control in a Thermoconvective Flow
41259 3692 Pages:649-666 -
Bilinear Forms for the Recovery-Based Discontinuous Galerkin Method for Diffusion
41005 3425 Pages:683-693 -
A Family of Relaxation Schemes for Nonlinear Convection Diffusion Problems
41708 3583 Pages:532-545 -
Numerical Calculation of Monotonicity Properties of the Blow-Up Time of NLS
40959 3472 Pages:745-759 -
Third Order WENO Scheme on Three Dimensional Tetrahedral Meshes
42998 3863 Pages:836-848 -
Two-Level Schwarz Preconditioners for Super Penalty Discontinuous Galerkin Methods
42026 3733 Pages:398-412 -
Some Recent Advances on Spectral Methods for Unbounded Domains
42896 3946 Pages:195-241 -
Fast Numerical Methods for Stochastic Computations: A Review
44058 4513 Pages:242-272 -
Simulation of Three-Dimensional Bénard-Marangoni Flows Including Deformed Surfaces
42065 3681 Pages:273-295 -
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Composite Laguerre-Legendre Pseudospectral Method for Exterior Problems
42238 3654 Pages:350-375 -
An Iterative Domain Decomposition Algorithm for the Grad(div) Operator
41845 3615 Pages:391-397 -
Modes of a Plasma-Filled Waveguide Determined by a Numerical hp Method
41819 3594 Pages:413-425 -
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Fourth Order Schemes for Time-Harmonic Wave Equations with Discontinuous Coefficients
43248 3866 Pages:442-455 -
A Discontinuous Galerkin Extension of the Vertex-Centered Edge-Based Finite Volume Method
41752 3542 Pages:456-468 -
Numerical Diffusion Control of a Space-Time Discontinuous Galerkin Method
42180 3709 Pages:469-483 -
Local Discontinuous Galerkin Method with Reduced Stabilization for Diffusion Equations
41734 3702 Pages:498-514