The polar polyhedron of P in n-space is the polyhedron in the dual space given by {v in (QQ^n)^* | v*p >= -1 for all p in P}.
i1 : P = hypercube 3 o1 = {ambient dimension => 3 } dimension of lineality space => 0 dimension of polyhedron => 3 number of facets => 6 number of rays => 0 number of vertices => 8 o1 : Polyhedron |
i2 : Q = polar P o2 = {ambient dimension => 3 } dimension of lineality space => 0 dimension of polyhedron => 3 number of facets => 8 number of rays => 0 number of vertices => 6 o2 : Polyhedron |
i3 : Q == crossPolytope 3 o3 = true |
The object polar is a method function.