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Closed form arc length parametrization is impossible for quadratic Bézier curves
Bézier curves are widely used for defining vector graphics. They are basically polynomial parametric curves, but given in the Bernstein basis, which enables us to define the curve using control points. The first and last control point define the start and endpoint of the curves, the intermediate control points kind of…
- Points
- 114
- HN comments
- 47
- Submissions
- 1
- Cited by
- 0 commenters
Math & AlgorithmsSoftware Engineering2024
On Hacker News
| Submitted | Title on HN | Points | Comments |
|---|---|---|---|
| Jul 17, 2024 | Closed form arc length parametrization is impossible for quadratic Bézier curves by NinjaKoala | 114 | 47 |
