Compute and Plot Zonohedra from Vector Generators
compute data about specific parallelograms in the boundary of a zonohe...
Print Basic Metrics for Each Zonohedron Generated by the Matrices in a...
zonohedra generators useful for testing and plotting
Grouping by duplicated elements
test points for being inside a zonotope
test points against a 2-transition surface
invert points on the boundary of a zonohedron
linear transformations of zonotopes, and vector matroids
matroid get functions
Print Basic Facts about a Matroid
matroid properties
matroid construction
Minkowski sum of Two zonotopes
plot the 2-transition surface associated with a zonohedron
plot abundant and deficient parallelograms
plot the generator polygon associated with a pointed zonohedron
Rank and Independence
compute the intersection of a ray and the 2-transition surface associa...
compute the intersection of a plane and the 2-transition surface assoc...
simplify and unsimplify
spherize a zonotope
the support function for a zonotope
symmetrize a zonotope
summarize the number of transitions and associated data, over all para...
get important metrics about a zonogon, and print basic facts about a z...
invert points in a zonogon
plot a zonogon
compute the intersection of a ray, based in the interior of a zonogon,...
compute the intersection of a line and the boundary of a zonogon
zonogon construction
zonhedra package
convert the boundary of a zonohedron to an rgl::mesh3d object
Get Important Metrics about a Zonohedron, and Print and Summarize Them
plot a zonohedron
compute the intersection of a ray, based in the interior of a zonohedr...
compute the intersection of a plane and the boundary of a zonohedron
zonohedron construction
invert points in a zonoseg
zonoseg construction, querying, and printing
zonotope get functions
zonotope properties
Computes a zonohedron from real vector generators. The package also computes zonogons (2D zonotopes) and zonosegs (1D zonotopes). An elementary S3 class for matroids is included, which supports matroids with rank 3, 2, and 1. Optimization methods are taken from Heckbert (1985) <https://www.cs.cmu.edu/~ph/zono.ps.gz>.