[2507.17973] Primitive invariants from laminations
In this work, I analyse the mathematical structure of primitive invariants by means of geometric group theory and geometric topology tools. This is supposed to be the beginning of a deeper study regarding the intertwining relation between Gromov-Witten invariants and Geometric Topology by means of previously uncharted paths, that could promisingly lead to insights towards unifying the mathematical formulation of such invariants, while also possibly providing insightful advancements in the study of structures on 2- and 3-manifolds in their own right.
Currently, I am a Postdoctoral Researcher at SIMIS (Shanghai Institute for Mathematics and Interdisciplinary Sciences). Prior to moving to Shanghai, I earned the following degrees:
2020.10 – 2024.07 University of Cambridge, UK Mathematics and Theoretical Physics Doctor
2019.10 – 2020.07 Univ. of Cambridge, UK Maths and Theoretical Physics Master of Advanced Studies
2016.09 – 2019.07 Univ. of Trieste, Italy Theoretical Physics Master
2013.09 – 2016.07 Univ. of Trieste, Italy Physics Bachelor
I am extremely grateful to my PhD advisor, Fernando Quevedo, for his guidance, wisdom and support for many years, as well as his patience while I was seeking my own independent research direction.