Can sage compute the Minkowski sum of two cones?
The Minkowski sum of two cones C1 and C2 is
C1 + C2 = {x + y | x in C1, y in C2}
Is there a method in sage that computes C1+C2?
The Minkowski sum of two cones C1 and C2 is
C1 + C2 = {x + y | x in C1, y in C2}
Is there a method in sage that computes C1+C2?
Like that
sage: C1=Cone(rays=[[0,1]])
sage: C2=Cone(rays=[[1,0]])
sage: C1.polyhedron()+C2.polyhedron()
A 2-dimensional polyhedron in ZZ^2 defined as the convex hull of 1 vertex and 2 rays
Please start posting anonymously - your entry will be published after you log in or create a new account.
Asked: 2016-08-14 21:44:39 +0100
Seen: 522 times
Last updated: Aug 14 '16
Compute the centroid of a polytope
generating an array of convex polyhedrons
Equalities/Inequalities in Polyhedron()
integrate rational function over a polyhedral domain
How to compute the convex hull of a set of points in the plane?
find one interior point of a polyhedron
combinatorial equivalence for Polyhedra / isomorphism for lattices