Antonio Montero

activity

20162024

collaborators

Showing 2020Show all

2 papers · 1 filter

math.CO2020

On the Schläfli symbol of chiral extensions of polytopes

Antonio Montero

Given an abstract $n$ -polytope $K$ , an abstract $(n + 1)$ -polytope $P$ is an extension of $K$ if all the facets of $P$ are isomorphic to $\mat…

math.CO2020

Locally spherical hypertopes from generlised cubes

Antonio Montero, Asia Ivić Weiss

We show that every non-degenerate regular polytope can be used to construct a thin, residually-connected, chamber-transitive incidence geometry, i.e. a regular hypertope, with a ta…