A \(C^ 2\)-quintic spline interpolation scheme on triangulation (Q1195763)
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scientific article; zbMATH DE number 85957
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A \(C^ 2\)-quintic spline interpolation scheme on triangulation |
scientific article; zbMATH DE number 85957 |
Statements
A \(C^ 2\)-quintic spline interpolation scheme on triangulation (English)
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18 January 1993
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The author presents an explicitly given quintic piecewise polynomial \(C^ 2\) interpolation scheme for triangular data. The scheme is obtained on the subdivided triangulation with the minimal split (each original triangle into 7 subtriangles). The paper thus gives an affirmative answer to a known question.
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bivariate interpolation
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triangulation
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minimal split
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scattered data
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quintic
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spline function
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Bernstein-Bézier form
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Bézier net
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0.9189354
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0.91659623
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