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- Chebyshev_nodes abstract "In numerical analysis, Chebyshev nodes are the roots of the Chebyshev polynomial of the first kind, which are algebraic numbers. They are often used as nodes in polynomial interpolation because the resulting interpolation polynomial minimizes the effect of Runge's phenomenon.[citation needed]".
- Chebyshev_nodes wikiPageID "647470".
- Chebyshev_nodes wikiPageRevisionID "603225327".
- Chebyshev_nodes hasPhotoCollection Chebyshev_nodes.
- Chebyshev_nodes subject Category:Algebraic_numbers.
- Chebyshev_nodes subject Category:Numerical_analysis.
- Chebyshev_nodes comment "In numerical analysis, Chebyshev nodes are the roots of the Chebyshev polynomial of the first kind, which are algebraic numbers. They are often used as nodes in polynomial interpolation because the resulting interpolation polynomial minimizes the effect of Runge's phenomenon.[citation needed]".
- Chebyshev_nodes label "Chebyshev nodes".
- Chebyshev_nodes label "Nodi di Čebyšëv".
- Chebyshev_nodes sameAs Nodi_di_Čebyšëv.
- Chebyshev_nodes sameAs m.02_9cc.
- Chebyshev_nodes sameAs Q1052508.
- Chebyshev_nodes sameAs Q1052508.
- Chebyshev_nodes wasDerivedFrom Chebyshev_nodes?oldid=603225327.
- Chebyshev_nodes isPrimaryTopicOf Chebyshev_nodes.