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ORCIDJournal of Numerical Mathematics, Volume 11
Volume 11, Number 1, March 2003
- Jérôme Droniou:
Error estimates for the convergence of a finite volume discretization of convection-diffusion equations. 1-32 - Sergey Korotov, Pekka Neittaanmäki, Sergey I. Repin:
A posteriori error estimation of goal-oriented quantities by the superconvergence patch recovery. 33-59 - Yuri A. Kuznetsov:
Spectrally equivalent preconditioners for mixed hybrid discretizations of diffusion equations on distorted meshes. 61-74
Volume 11, Number 2, June 2003
- Constantin Bacuta, James H. Bramble, Jinchao Xu:
Regularity estimates for elliptic boundary value problems with smooth data on polygonal domains. 75-94 - Vincent Heuveline
, Rolf Rannacher:
Duality-based adaptivity in the hp-finite element method. 95-113 - Ralf Hiptmair:
Coercive combined field integral equations. 115-134 - Boris N. Khoromskij:
Data-sparse elliptic operator inverse based on explicit approximation to the Green function. 135-162 - Thomas A. Manteuffel, Stephen F. McCormick, Christoph Pflaum:
Improved discretization error estimates for first-order system least squares. 163-177
Volume 11, Number 3, September 2003
- So-Hsiang Chou, Jianguo Huang:
A domain decomposition algorithm for general covolume methods for elliptic problems. 179-194 - Boris N. Khoromskij:
Hierarchical matrix approximation to Green's function via boundary concentrated FEM. 195-223 - Andrew V. Knyazev:
Analysis of transmission problems on Lipschitz boundaries in stronger norms. 225-234 - Mária Lukácová-Medvid'ová, Gerald Warnecke, Y. Zahaykah:
Third order finite volume evolution Galerkin (FVEG) methods for two-dimensional wave equation system. 235-251
Volume 11, Number 4, December 2003
- Hongsen Chen, Zhangxin Chen:
Stability and convergence of mixed discontinuous finite element methods for second-order differential problems. 253-287 - Roland Glowinski, Alexander Lapin, Sergey Lapin:
A penalty approach to the numerical simulation of a constrained wave motion. 289-300 - Lew Lefton, Dongming Wei:
Penalty finite element approximations of the stationary power-law Stokes problem. 301-322
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