Là où calculer est impossible, suggérer s'impose
ENG - FR
Address: 4 Place Jussieu 75252 PARIS CEDEX 05
I am a PhD student in algebraic geometry at the Institut de Mathématiques de Jussieu - Paris Rive Guache of Université Pierre et Marie Curie, Paris.
My research interests are in algebraic geometry, in particular in the moduli spaces of curves and in the abelian varieties.
My supervisor is Alessandro Chiodo
My last paper
"Singularities of moduli of curves with a universal root". Published on Documenta Mathematica n.22 (2017).
Talks and other
October 2017 - Talk: "Moduli of curves with principal and spin bundles: singularities and global geometry", at the Geometry Seminar of University of Pisa and University of Roma 3;
March 2017 - I presented my poster "Moduli of covers with a root via graph theory'' at the conference "Cycles and Moduli" that took place at ETH in Zurich.
February-March 2016 - I attended CIMPA-CIMAT-ICTP School on Moduli of Curves, that took place at CIMPA in Guanajuato.
January 2016 - Talk: "Deligne Mumford border of the moduli space of curves'', at the PhD students' seminar of IMJ, Paris 6.
June-July 2015 - I attended Pragmatic 2015 - Moduli of Curves and Line Bundles, that toot place at the Catania University.
June 2015 - I presented my poster "Singularities of moduli of curves via graphs'' at the 23rd edition of GAeL, that took place in Leuven.
April 2015 - Talk: "On the singularities of R_g,l^k'', at IMPA (Rio de Janeiro) and UFF (Nitéroi);
February 2015 - Talk: "Curves r-spin, natural covering morphisms, classification of singularities'', at the work group "Moduli Spaces" of IMJ, Paris 6.
In 2016/2017 I was teaching assistant for the course "Eléments de Mathématiques'' (1M005, level L1).
In 2015/2016 I was teaching assistant for the courses "Eléments de Mathématiques'' (1M005, level L1) and "Probabilités Elémentaires'' (3M245, level L3).
In 2014/2015 I was teaching assistant for the courses "Suites et Intégrales, Algèbre Linéaire'' and "Eléments de Mathématiques'', level L1, at Université Pierre et Marie Curie.
This is my complete CV