Potential new class of uniform polyhedra

Discussion of tapertopes, uniform polytopes, and other shapes with flat hypercells.

Potential new class of uniform polyhedra

Postby ubersketch » Tue Feb 06, 2018 9:51 pm

So I was looking at cid and realized you could connect an ike and gad by just the vertices to create a similar shape, with pseudofaces which were diga. I decided to fill them in with actual diga which resulted in a true polytope, albeit degenerate.
This led me to discover a class of polytopes. For example, you can have a 2 cubes connected by the vertices, creating pseudodiga which could be filled in with actual diga. A name for this class would be appreciated.
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