The dodekasphere is the 12-dimensional surface made from getting the set of all points equidistant from another in 13-dimensional space. It makes up the surface of a tridekorb.
Structure and Sections[]
The cross-section of a dodekasphere looks like a point expanding to a hendekasphere and then back to a point.
Hypervolumes[]
- surdokon dodekavolume =
Subfacets[]
- 1 dodekasphere (12D)