학술논문
Counting Tripods on the Torus
Document Type
Working Paper
Source
Arnold Math. J. 9 (2023) 359-379
Subject
Language
Abstract
Motivated by the problem of counting finite BPS webs, we count certain immersed metric graphs, tripods, on the flat torus. Classical Euclidean geometry turns this into a lattice point counting problem in $\mathbb C^2$, and we give an asymptotic counting result using lattice point counting techniques.