Research

"Intersection of Parabolic Subgroups in Euclidean Braid Groups: a Short Proof” - María Cumplido, Federica Gavazzi , Luis Paris - published in “Comptes Rendus Mathématique”. 

“Spaces Related to Virtual Artin Groups” -  Federica Gavazzi. arXiv: 2410.08640

“On decomposability of Virtual Artin Groups” - Federica Gavazzi. arXiv:2503.16386

Ph.D. Thesis: "Topological and Algebraic Aspects of Virtual Artin Groups". Advisor: Prof. Luis Paris  (IMB Dijon) - Université Bourgogne Europe.

Master Thesis: "The K(pi,1)-conjecture and the Pure Virtual Braid Group".  Supervisors: Prof. Luis Paris (IMB Dijon) and Prof. Roberto Pagaria (Università di Bologna).

Bachelor Thesis :"Invariant Polynomials under Finite Groups Action and Cohen-Macaulay's Algebras" (in italian)- Supervisor: Prof. Fabrizio Caselli.

The beamer for my Comité de Suivi at the end of my first year of PhD - September 8th 2023. 

The beamer for my Comité de Suivi at the end of my second year of PhD - September 18th 2024.

The slides of my Ph.D. defense of July 9th, 2025 at Université Bourgogne Europe.