Journal: J. Sci. Comput.

Volume 24, Issue 3

285 -- 309E. F. Toro, V. A. Titarev. TVD Fluxes for the High-Order ADER Schemes
311 -- 320S. Cordier, B. Lucquin-Desreux, S. Mancini. Focalization: A Numerical Test for Smoothing Effects of Collision Operators
321 -- 341Ruo Li. On Multi-Mesh ::::H::::-Adaptive Methods
343 -- 371Weiming Cao, Ronald D. Haynes, Manfred R. Trummer. Preconditioning for a Class of Spectral Differentiation Matrices
373 -- 404Steven A. Orszag, Isaac Goldhirsch, Sudhir Srinivasan. Perfectly Scalable Data I/O

Volume 24, Issue 2

119 -- 0Tao Tang, Andy Wathen. Preface
121 -- 146Xiaobing Feng, Hai-jun Wu. ::::A Posteriori:::: Error Estimates and an Adaptive Finite Element Method for the Allen-Cahn Equation and the Mean Curvature Flow
147 -- 162M. A. Walkley, Philip H. Gaskell, Peter K. Jimack, M. A. Kelmanson, J. L. Summers. Finite Element Simulation of Three-Dimensional Free-Surface Flow Problems
163 -- 182Keith Miller. Stabilized Moving Finite Elements for Convection Dominated Problems
183 -- 218Li-lian Wang, Jie Shen. Error Analysis for Mapped Jacobi Spectral Methods
219 -- 245Yves Tourigny. The Optimisation of the Mesh in First-Order Systems Least-Squares Methods
247 -- 262Anotida Madzvamuse, Philip K. Maini, Andrew J. Wathen. A Moving Grid Finite Element Method for the Simulation of Pattern Generation by Turing Models on Growing Domains
263 -- 284Paul A. Zegeling. On Resistive MHD Models with Adaptive Moving Meshes

Volume 24, Issue 1

1 -- 27Chi-Wang Shu, Wai-Sun Don, David I. Gottlieb, Oleg Schilling, Leland Jameson. Numerical Convergence Study of Nearly Incompressible, Inviscid Taylor-Green Vortex Flow
29 -- 44Youngsoo Ha, Carl L. Gardner, Anne Gelb, Chi-Wang Shu. Numerical Simulation of High Mach Number Astrophysical Jets with Radiative Cooling
45 -- 78James W. Lottes, Paul F. Fischer. Hybrid Multigrid/Schwarz Algorithms for the Spectral Element Method
79 -- 95Magnus Svärd, Ken Mattsson, Jan Nordström. Steady-State Computations Using Summation-by-Parts Operators
97 -- 117Inmaculada Higueras. Monotonicity for Runge-Kutta Methods: Inner Product Norms