Subevent of Undergraduate Poster Session
‟Enumeration of Transfer Systems on Rank 3 Lattices” by Arad Ganir, with Zoe Pan <zoe.pan@emory.edu>, Ellora Yadav <ellora.yadav@emory.edu>
Abstract:
Transfer systems are a combinatorial object that occurs naturally in the study of equivariant homotopy theory. Ormsby et. al (2025) showed bijections between (co)saturated transfer systems with numerous categorical constructions. This work explores various enumeration results on rank 3 lattices including explicit counts on lattices of certain structures and a scheme to enumerate (co)saturated transfer systems using matrices.
Author Notes:
The authors of this work were advised by Dr. Tien Chih.