zonotope |
null |
As nouns the difference between zonotope and null
is that
zonotope is (geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension while
null is zero, nil; the cardinal number before einn.
terms |
zonotope |
As nouns the difference between terms and zonotope
is that
terms is while
zonotope is (geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension.
wikidiffcom |
zonotope |
As a noun zonotope is
(geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension.
zonotope |
zonotopic |
As a noun zonotope
is (geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension.
As an adjective zonotopic is
(mathematics) of, pertaining to or composed of zonotopes.
dimension |
zonotope |
As nouns the difference between dimension and zonotope
is that
dimension is dimension while
zonotope is (geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension.
segment |
zonotope |
As nouns the difference between segment and zonotope
is that
segment is a length of some object while
zonotope is (geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension.
As a verb segment
is to divide into segments or sections.
line |
zonotope |
As nouns the difference between line and zonotope
is that
line is line while
zonotope is (geometry) a polytope formed by the minkowski sum of a zonohedron's line segments in any dimension.
zonohedron |
zonotope |
In geometry terms the difference between zonohedron and zonotope
is that
zonohedron is a special case of convex polyhedron, in which every face of the polyhedron is a polygon with point symmetry while
zonotope is a polytope formed by the Minkowski sum of a zonohedron's line segments in any dimension.
polytope |
zonotope |
In geometry terms the difference between polytope and zonotope
is that
polytope is a finite region of
n-dimensional space bounded by hyperplanes; the geometrical entity represented by the general term of the infinite sequence "point, line, polygon, polyhedron, ..." while
zonotope is a polytope formed by the Minkowski sum of a zonohedron's line segments in any dimension.