Course Notes

2nd Sem. 2015/2016	Master2	Homotopie stable	Homotopy of spheres, spectra, orientation theory, chromatic phenomena
2nd Sem. 2012/2013	Master2	Schémas abéliens	Elliptic curves, coherent cohomology, abelian schemes.
1st Sem. 2009/2010	Master2	Complexes motiviques (following and after Voevodsky)	Intersection theory, Serre multiplicities. Motivic complexes, functorialities, and elementary properties (regular base).
Period	Level	Title	Description

Outreach presentations

21/03/2014	ECT Preparatory Classes	Vérité mathématique	This presentation describes the nature of mathematical truth through its origins and some famous questions in history, such as the quadrature of the circle and Fermat's "theorem". These examples illustrate the tensions that have animated people around the pursuit of mathematical truth and its irresistible emergence.
10/03/2015	Terminale S, Preparatory Classes	Conquête de l'espace mathématique	This presentation describes how the notion of space in mathematics emerged, or rather evolved over the centuries, from Euclid's *Elements*, through Cartesian geometry, leading to non-Euclidean geometries (hyperbolic and spherical).
Date	Level	Title	Description