Definition: Dodecapartite is a term used in mathematics, specifically in the field of algebraic topology. It refers to a collection of connected components (or "dodecahedral cells") within an n-dimensional space that have a regular pentagonal symmetry. The concept was introduced by the German mathematician Felix Klein and has since been applied in various areas of mathematics such as knot theory, polyhedra, and polytopes.
In terms of its mathematical properties, dodecapartite
dodecapartite