On Roli's cube

Authors

DOI:

https://doi.org/10.26493/2590-9770.1411.6ee

Keywords:

Regular and chiral polytopes, realizations of polytopes

Abstract

First described in 2014, Roli’s cube ℛ is a chiral 4-polytope, faithfully realized in Euclidean 4-space (a situation earlier thought to be impossible). Here we describe ℛ in a new way, determine its minimal regular cover, and reveal connections to the Möbius-Kantor configuration.

Published

2022-07-26

Issue

Section

The Marston Conder Issue of ADAM