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Compensated optimal grids for elliptic boundary-value problems
F. Posta
, S. Y. Shvartsman
,
C. B. Muratov
Center for Applied Mathematics and Statistics
Mathematical Sciences
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›
peer-review
3
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Keyphrases
Elliptic Problems
100%
Elliptic Boundary Value Problems
100%
Optimal Grids
100%
Discretize
50%
Spatial Dimension
50%
Main Idea
50%
Problem-based
50%
Computational Complexity
50%
Three-dimensional Problems
50%
Spectrally Accurate
50%
Numerical Dispersion
50%
Cell-cell Communication
50%
Two-dimensional Problems
50%
Finite Difference Stencil
50%
Differential Operator
50%
Solution Accuracy
50%
Domain Boundary
50%
Unbounded Domain
50%
Optimal Rational Approximations
50%
Boundary Discretization
50%
Impedance Function
50%
Grid Approach
50%
Fourth-order Accurate
50%
Fourier Space
50%
Dirichlet-to-Neumann Map
50%
Nonlinear Problems
50%
Second-order Scheme
50%
Mathematics
Dimensional Problem
100%
Elliptic Boundary Value Problem
100%
Finite Difference Method
50%
Discretization
50%
Fourth-Order
50%
Differential Operator
50%
Nonlinear Problem
50%
Unbounded Domain
50%
Numerical Dispersion
50%
Rational Approximation
50%
Spatial Dimension
50%
Computer Science
Dimensional Problem
100%
Boundary Value Problems
100%
Approximation (Algorithm)
50%
Computational Complexity
50%
Spatial Dimension
50%
Discretization
50%
Domain Boundary
50%