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The divergence of Lagrange interpolation for \(|x|^\alpha\) at equidistant nodes - MaRDI portal

The divergence of Lagrange interpolation for \(|x|^\alpha\) at equidistant nodes (Q1976273)

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scientific article; zbMATH DE number 1443205
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English
The divergence of Lagrange interpolation for \(|x|^\alpha\) at equidistant nodes
scientific article; zbMATH DE number 1443205

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    The divergence of Lagrange interpolation for \(|x|^\alpha\) at equidistant nodes (English)
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    24 July 2000
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    The author proves that the sequence of Lagrange interpolation polynomials on equidistant nodes diverges everywhere in an interval except at zero and the end-points.
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    Lagrange interpolation polynomials
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    divergence
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