|Charles Greathouse on Wed, 18 Jan 2023 14:29:18 +0100|
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|Re: Plane geometry in PARI|
I don't know of any. But there are many C (or C++) libraries that implement computational geometry, which you would then need to interface with Pari. Note that your two problems are essentially equivalent (by duality).
You wrote "plane geometry" and "R^3". You really meant 3d, not 2d, right?
On 17/01/2023 21:22, James Rickards wrote:
Are there any libraries of methods built on top of PARI which work with plane geometry? The main things that I want to compute are:
- Given a set of points (say in R^3), find their convex hull
- Given a set of planes in R^3, they divide R^3 into regions. Return the connected component of the origin.Thanks,James Rickards