nestohedron

As nouns the difference between terms and nestohedron

is that terms is while nestohedron is (geometry) the simple polytope characteristic of a connected graph.

Permutahedron is a related term of nestohedron.

As a noun nestohedron is

(geometry) the simple polytope characteristic of a connected graph.

As nouns the difference between graph and nestohedron

is that graph is a diagram displaying data; in particular one showing the relationship between two or more quantities, measurements or indicative numbers that may or may not have a specific mathematical formula relating them to each other while nestohedron is the simple polytope characteristic of a connected graph.

As a verb graph

is to draw a graph.

As an adjective connected

is (usually with "well-"): Having favorable rapport with a powerful entity.

As a verb connected

is past tense of connect.

As a noun nestohedron is

the simple polytope characteristic of a connected graph.

In geometry|lang=en terms the difference between polytope and nestohedron

is that polytope is (geometry) 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 nestohedron is (geometry) the simple polytope characteristic of a connected graph.

As nouns the difference between polytope and nestohedron

is that polytope is (geometry) 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 nestohedron is (geometry) the simple polytope characteristic of a connected graph.