Free skew braces and free solutions of the Yang–Baxter equation
Aug 31, 2026·
·
0 min read
Silvia Properzi
Abstract
This talk is based on recent work in collaboration with E. Jespers, T. Letourmy, M. Trombetti and A. Van Antwerpen on free skew braces in certain classes and their relation to set-theoretic solutions to the Yang Baxter equation. We present a construction of free right nilpotent skew braces of class n. This yields a concrete realization of the free object and allows us to derive new structural properties. As an illustration, we discuss the one-generated case and its relation to free solutions in this setting.
Date
Aug 31, 2026
Event
Location
Warwick, UK
