Article
Open Access
Supraconvergence and Supercloseness of a Discretisation for Elliptic Third-kind Boundary-value Problems on Polygonal Domains
Published/Copyright:
January 1, 2007
Received: 2007-03-19
Revised: 2007-04-04
Accepted: 2007-05-21
Published Online: 2007
Published in Print: 2007
© Institute of Mathematics, NAS of Belarus
Articles in the same Issue
- Simulation of Interacting Discontinious Solutions on Dynamically Adaptive Grids
- On Parallel Numerical Algorithms for Simulating Industrial Filtration Problems
- Supraconvergence and Supercloseness of a Discretisation for Elliptic Third-kind Boundary-value Problems on Polygonal Domains
- Mathematical Modeling of Geofiltration and Geomigration Processes in Multilayer Systems
- Exact Difference Schemes for Multidimensional Heat Conduction Equations
Keywords for this article
elliptic PDE;
fully discrete FEM;
FDM;
nonuniform grid;
supraconvergence;
supercloseness of gradient
Creative Commons
BY-NC-ND 4.0
Articles in the same Issue
- Simulation of Interacting Discontinious Solutions on Dynamically Adaptive Grids
- On Parallel Numerical Algorithms for Simulating Industrial Filtration Problems
- Supraconvergence and Supercloseness of a Discretisation for Elliptic Third-kind Boundary-value Problems on Polygonal Domains
- Mathematical Modeling of Geofiltration and Geomigration Processes in Multilayer Systems
- Exact Difference Schemes for Multidimensional Heat Conduction Equations
