Definition:Isogonal Polyhedron

Definition

Let $P$ be a polyhedron.

Let $P$ be such that it has the property that each vertex can be mapped to every other vertex by means of a symmetry mapping on $P$.

Then $P$ is described as isogonal.

Also known as

The term vertex-transitive polyhedron has become a popular alternative to isogonal polyhedron in recent years, in accordance with its definition in the context of graph theory.

Also see

• Definition:Semiregular Polyhedron
• Definition:Archimedean Polyhedron

• Results about isogonal polyhedra can be found here.

Linguistic Note

The word isogonal derives from the Greek for equal angles.

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