As nouns the difference between polytope and associahedron

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 associahedron is (mathematics) a convex polytope in which each vertex corresponds to a way of correctly inserting opening and closing parentheses in a word of n letters and the edges correspond to a single application of the associativity rule.

In mathematics|lang=en terms the difference between vertex and associahedron

is that vertex is (mathematics) a point on the curve with a local minimum or maximum of curvature while associahedron is (mathematics) a convex polytope in which each vertex corresponds to a way of correctly inserting opening and closing parentheses in a word of n letters and the edges correspond to a single application of the associativity rule.

As nouns the difference between vertex and associahedron

is that vertex is the highest point of something while associahedron is (mathematics) a convex polytope in which each vertex corresponds to a way of correctly inserting opening and closing parentheses in a word of n letters and the edges correspond to a single application of the associativity rule.

As an adjective relativistic

is of, or relating to relativity.

As an adverb relativistically is

in a relativistic way.

As nouns the difference between polytope and permutohedron

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 permutohedron is (mathematics) an polytope with n''-1 dimensions that is embedded in an n-dimensional space, its vertices]] formed by [[permute|permuting the coordinates of the vector (1, 2, 3, , ''n ).

As nouns the difference between dimension and permutohedron

is that dimension is dimension while permutohedron is (mathematics) an polytope with n''-1 dimensions that is embedded in an n-dimensional space, its vertices]] formed by [[permute|permuting the coordinates of the vector (1, 2, 3, , ''n ).

As nouns the difference between embed and permutohedron

is that embed is an embedded reporter/journalist: a war reporter assigned to and travelling with a military unit while permutohedron is (mathematics) an polytope with n''-1 dimensions that is embedded in an n-dimensional space, its vertices]] formed by [[permute|permuting the coordinates of the vector (1, 2, 3, , ''n ).

As a verb embed

is to lay as in a bed; to lay in surrounding matter; to bed; as, to embed a thing in clay, mortar, or sand.

As nouns the difference between space and permutohedron

is that space is (lb) of time while permutohedron is (mathematics) an polytope with n''-1 dimensions that is embedded in an n-dimensional space, its vertices]] formed by [[permute|permuting the coordinates of the vector (1, 2, 3, , ''n ).

As a verb space

is (obsolete|intransitive) to roam, walk, wander.

As nouns the difference between solvent and dichlorobenzene

is that solvent is a liquid that dissolves a solid, liquid, or gaseous solute, resulting in a solution while dichlorobenzene is (organic compound) either of three isomeric derivatives of benzene in which two hydrogen atoms have been replaced by chlorine; they are used as solvents and in organic synthesis.

As an adjective solvent

is able to pay all debts as they become due, and having no more liabilities than assets.

As nouns the difference between synthesis and dichlorobenzene

is that synthesis is while dichlorobenzene is (organic compound) either of three isomeric derivatives of benzene in which two hydrogen atoms have been replaced by chlorine; they are used as solvents and in organic synthesis.

As nouns the difference between dimer and dimerizer

is that dimer is dimer while dimerizer is (organic chemistry) any compound that facilitates the formation of a dimer.