Category:Convex uniform 4-polytopes

Convex uniform polychora are the 4-dimensional equivalent of Platonic solids, Archimedean solids and prisms.

• The equivalent of the Platonic solids are the Convex regular 4-polytopes (category).
• The equivalent of the Archimedean solids are their truncations (category:Convex regular 4-polytopes, truncations by order), the grand antiprism (category) and the snub 24-cell (category).
• The equivalent of the prisms are in Category:Convex prismatic uniform polychora.

The 3-dimensional equivalent of this category is Convex uniform polyhedra.