A family of regular hypertopes built from regular polytopes
Date:
Talk by invitation in the CMS Winter meeting 2019
Chelsea Hotel
Toronto, ON., Canada
Abstract: A regular hypertope is a combinatorial object that generalises both regular hypermaps and regular polytopes. In this talk we will present a construction of a family of regular hypertopes with some preassigned conditions on their local combinatorics. This family is built from a family of regular polytopes.