Using general polar values as control points for polynomial curves (Q1334848)
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scientific article; zbMATH DE number 644301
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Using general polar values as control points for polynomial curves |
scientific article; zbMATH DE number 644301 |
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Using general polar values as control points for polynomial curves (English)
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26 September 1994
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Computing the values of a homogeneous \(n\)-th degree polynomial \(f(x)\) from values of its polarized form \(f(x_ 1,\ldots,x_ n)\) is called blossoming in CAD language. The paper contains a study of the conditions to be imposed on sets of values \((x_ 1,\ldots,x_ n)\) to serve as substitutes for control points in Bézier splines.
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computer-aided design
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polynomial curves
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blossoming
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control points
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Bézier splines
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0.8653308
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0.85400736
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0.84444433
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0.83909583
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