Wider Scope: List of Polytopes by Type
Polychora are four-dimensional polytopes. They have vertices, edges, faces, cells and a single teron.
Types[]
By Construction[]
- List of Rotatopic Polychora
- List of Duoprism Polychora
- List of Antiduoprism Polychora
- List of Regular Polychora
By Verf[]
- List of Polychora with Tetrahedral Verfs (Verf: Tetrahedron)
- List of Polychora with Triangular Prismic Verfs (Verf: Triangular Prism)
- List of Polychora with Square Pyramidal Verfs (Verf: Square Pyramid)
- List of Polychora with Cubic Verfs (Verf: Cube)
- List of Polychora with Octahedral Verfs (Verf: Octahedron)
- List of Polychora with Icosahedral Verfs (Verf: Icosahedron)
List of Rotatopic Polychora[]
Rotatopic polychora are polychora formed from the product of multiple hyperspheres. There are exactly five rotatopic polyhedra, listed below along with their constituent hyperspheres (using Bowers' rotatope notation):