Can I read From Acute Sets to Centrally Symmetric $2$-Neighborly Polytopes on EtoBox?

From Acute Sets to Centrally Symmetric $2$-Neighborly Polytopes by Novik, Isabella is a scholarly article available to read on EtoBox.

What is From Acute Sets to Centrally Symmetric $2$-Neighborly Polytopes about?

What is the maximum number of vertices that a centrally symmetric 2-neighborly polytope of dimension $d$ can have? It is known that the answer does not exceed $2^d$. Here we provide an explicit construction showing that it is at least $2^{d-1}+2$.

Author

Novik, Isabella

Published

2017

Language

EN