1. Binary geometries from pellytopes
- Author
-
Bossinger, Lara, Telek, Máté L., and Tillmann-Morris, Hannah
- Subjects
Mathematics - Algebraic Geometry ,Mathematics - Combinatorics ,14M99, 05E45 - Abstract
Binary geometries have recently been introduced in particle physics in connection with stringy integrals. In this work, we study a class of simple polytopes, called \emph{pellytopes}, whose number of vertices are given by Pell's numbers. We provide a new family of binary geometries determined by pellytopes as conjectured by He--Li--Raman--Zhang. We relate this family to the moduli space of curves by comparing the pellytope to the ABHY associahedron., Comment: 19 pages, comments are welcome
- Published
- 2024