msteinbeck/tinyspline
ANSI C library for NURBS, B-Splines, and Bézier curves with interfaces for C++, C#, D, Go, Java, Javascript, Lua, Octave, PHP, Python, R, and Ruby. observed · 2026-08-28
Health v2 · maintenance only
23/100
- Activity 0
- Release rhythm 8
- Longevity 100
How is this computed?
round(0.45*activity + 0.35*rhythm + 0.20*longevity); archived -> min(score, 10) — computed 2026-09-03. Adoption (stars, forks) is never an input.
- gap_med: n/a
- age_days: 4360
- days_rel: n/a
- days_push: 729
- n_releases_24m: 0
Adoption not part of the score
1350 stars · 219 forks observed · 2026-08-28
What it is AI-extracted, prompt v1, taxonomy v1, 2026-08-30, confidence not recorded
TinySpline is a small ANSI C library for interpolating, transforming, and querying NURBS, B-Splines, and Bézier curves, with a C++ object-oriented wrapper. Auto-generated bindings are provided for many languages including C#, Go, Java, JavaScript, Lua, PHP, Python, R, and Ruby.
Use cases
- interpolate a smooth curve through a set of 2D or 3D points
- sample points along a B-spline for drawing or plotting
- convert NURBS or B-splines into Bézier curve segments
- compute arc-length parametrization of a curve
- extract sub-curves and compute derivatives of splines
- morph between two splines for animation
- work with splines from Python, Java, Go, or other languages
When to choose
- you need spline math in C or C++ with minimal dependencies
- you want one spline library usable across many programming languages
- you need NURBS, B-spline, and Bézier operations like knot insertion, degree elevation, and decomposition
- you need a permissively licensed (MIT) geometry library
When to avoid
- you need 3D mesh processing or full CAD kernel functionality
- you need GPU-accelerated curve rendering
- you want a high-level plotting or animation framework rather than a math library
Facets
library · maturity stable
math graphics serialization graphics cross-platform developer-tools cross-platform c cpp python go jvm lua php ruby dotnet rust nurbs b-splines bezier-curves splines interpolation geometry curve-fitting ansi-c algorithms javascript
1 source
- readme: https://github.com/msteinbeck/tinyspline · fetched 2026-08-28 · b9ecd8b86d01
Member repositories
| Repository | Role | Health v2 |
|---|---|---|
| msteinbeck/tinyspline | main | 23 |
For agents
markdown · JSON · MCP: product_card(name="msteinbeck/tinyspline")
Data as of 2026-08-30T08:39:29.467469+00:00 · Report a problem