User:Tomruen/Uniform honeycombs

This is a list of uniform tessellations in dimensions 2-8, constructed by vertex figures that are uniform polytopes with circumradii equal to 1.0.

Lattice refers to the vertex arrangement of a uniform tessellation/honeycomb. There are also dual lattices, which place vertices at the tessellation facet centers.

The number of vertices in the vertex figure is equal to the kissing number of the tessellation.

Infinite Coxeter groups
Families of convex uniform tessellations are defined by Coxeter groups.