Free skew braces: a construction in the right nilpotent setting
European Non-Associative Algebra Seminar
☕️About Me
I am a PhD student in Mathematics of Leandro Vendramin working in the VUB algebra research group with an FWO PhD fellowship.
My research interest focuses on algebraic structures related to the study of the combinatorial version of the Yang-Baxter equation.
I am part of the organising team of IDEAL 2027, Together with Charlotte Roelants and Marta Messia we are organizing the conference IDEAL 2027. The conference will take place in Brussels on 3–4 June 2027, for more info: https://sites.google.com/view/idealconference/ideal-2027.
I am currently organizing, together with Charlotte Roelants and Leandro Vendramin, the algebra seminar at our department.
Interests
- Skew braces
- Set-theoretic solutions to the Yang-Baxter equation
- L-algebras
Education
Msc Mathematics, 2021
University of Pisa
Papers
(2026).
Finiteness conditions on skew braces and solutions of the Yang-Baxter equation.
Mediterr. J. Math..
(2025).
Common divisor graphs for skew braces.
J. Pure Appl. Algebra.
(2024).
Indecomposable involutive set-theoretical solutions to the Yang-Baxter equation of size $p^2$.
Commun. Algebra.
Organised events
Recent & Upcoming Talks
Free skew braces and free solutions of the Yang–Baxter equation
EWM 2026 General Meeting
Skew braces, indecomposability and Dehornoy’s representations for solutions to the Yang-Baxter equation
Oberwolfach mini-workshop 2544b
Skew Braces, the YBE, and some results in the classification of solutions
Algebra Seminar, University of Leeds
Involutive indecomposable solutions to the Yang-Baxter equation of prime-squared size
NonassociativeLisbon2025