AI RESEARCH
Discovering a Zeta Map Algorithm on Dyck Paths via Mechanistic Interpretability
arXiv CS.LG
•
ArXi:2605.30482v1 Announce Type: new Machine learning is increasingly used in mathematical discovery, but in mathematics the desired output is often not a prediction itself, but an explicit construction that can be checked independently. We study this setting through the zeta map on Dyck paths, a classical bijection in the combinatorics of the q,t-Catalan numbers.