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- Superconvergence abstract "In numerical analysis, a superconvergent or supraconvergent method is one which converges faster than generally expected (superconvergence or supraconvergence). For example in the Finite Element Method approximation to Poisson's equation in two dimensions, using piecewise linear elements, the average error in the gradient is first order. However under certain conditions it's possible to recover the gradient at certain locations within each element to second order.".
- Superconvergence wikiPageExternalLink SuperconvergentRecoveryoftheGradientfromPiecewiseLinearFinite-elementApproximations.pdf.
- Superconvergence wikiPageExternalLink filee39b5d5b0989429899f94ddf76537ee1.pdf.
- Superconvergence wikiPageExternalLink download?doi=10.1.1.108.7189&rep=rep1&type=pdf.
- Superconvergence wikiPageID "1462887".
- Superconvergence wikiPageLength "1808".
- Superconvergence wikiPageOutDegree "8".
- Superconvergence wikiPageRevisionID "671290755".
- Superconvergence wikiPageWikiLink Category:Finite_element_method.
- Superconvergence wikiPageWikiLink Category:Numerical_analysis.
- Superconvergence wikiPageWikiLink Finite_element_method.
- Superconvergence wikiPageWikiLink Gradient.
- Superconvergence wikiPageWikiLink Numerical_analysis.
- Superconvergence wikiPageWikiLink Order_of_approximation.
- Superconvergence wikiPageWikiLink Poissons_equation.
- Superconvergence wikiPageWikiLinkText "Superconvergence".
- Superconvergence wikiPageWikiLinkText "superconvergence".
- Superconvergence wikiPageUsesTemplate Template:Citation.
- Superconvergence wikiPageUsesTemplate Template:Mathapplied-stub.
- Superconvergence subject Category:Finite_element_method.
- Superconvergence subject Category:Numerical_analysis.
- Superconvergence type Algorithm.
- Superconvergence comment "In numerical analysis, a superconvergent or supraconvergent method is one which converges faster than generally expected (superconvergence or supraconvergence). For example in the Finite Element Method approximation to Poisson's equation in two dimensions, using piecewise linear elements, the average error in the gradient is first order. However under certain conditions it's possible to recover the gradient at certain locations within each element to second order.".
- Superconvergence label "Superconvergence".
- Superconvergence sameAs Q7643190.
- Superconvergence sameAs m.053hts.
- Superconvergence sameAs Q7643190.
- Superconvergence wasDerivedFrom Superconvergence?oldid=671290755.
- Superconvergence isPrimaryTopicOf Superconvergence.