Computational bases for \(\mathcal {S}_{r}\Lambda^{1}(\mathbb {R}^{2})\) and their application in mixed finite element method (Q1734115)
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scientific article; zbMATH DE number 7040720
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Computational bases for \(\mathcal {S}_{r}\Lambda^{1}(\mathbb {R}^{2})\) and their application in mixed finite element method |
scientific article; zbMATH DE number 7040720 |
Statements
Computational bases for \(\mathcal {S}_{r}\Lambda^{1}(\mathbb {R}^{2})\) and their application in mixed finite element method (English)
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22 March 2019
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serendipity elements
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generalized shift-splitting preconditioners
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mixed finite element method
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Hodge Laplacian equation
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\(h\)-adaptive method
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0.8605653
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0.8604569
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0.8599688
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0.8595546
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0.8595347
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0.8582506
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0.8521719
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0.8519886
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