A classical polyhedron is a shape consisting of a bounded region of three-dimensional space bounded by a finite number of polygonal faces.

A general polyhedron is a bounded or unbounded geometrical shape in n-dimensional Euclidean space bounded by a finite number of flat faces of lower dimension.

A topological polyhedron is a topological space with a decomposition into shapes that are topologically equivalent to convex polytopes.

Subcategories

There are 9 subcategories to this category.

Archimedean solids C Catalan solids Chiral polyhedra

D Deltahedra F Figurate numbers J Johnson solids K Kepler solids

P Platonic solids S Self-dual polyhedra

Articles in category "Polyhedra"

There are 25 articles in this category.

Antiprism B Bipyramid C Catalan solid Cupola (geometry) D Defect (geometry) Deltohedron Dual polyhedron F Face (mathematics)

F cont. Frustum H Heronian tetrahedron J Johnson solid K Kepler-Poinsot solid L List of polygons, polyhedra and polytopes N Net (polyhedron) P Parallelepiped Pentaprism Polyhedral compound

P cont. Polyhedron Prism (geometry) Prismatoid Pyramid R Rhombic enneacontahedron Rhombicosidodecahedron T Trapezohedron Z Zonohedron