Mail: IMO, bureau 3S8,
Bâtiment 307 rue Michel Maguat
91 405 ORSAY
FRANCE
Resume (in French) : here.
RESEARCH
PhD
Title : On singularities generated by the binormal flow.
Keywords : Partial Differential Equations, Schrodinger Equation, Critical Regularity, Dispersion Estimations.
Preprints
A new class of critical solution for 1D-cubic NLS, ArXiv 2212.08564
On self-similar singularity formation for the binormal flow,ArXiv 2212.08569
Upcoming Preprints
Dispersion estimate for the Schrödinger equation with the inverse-square potential
Research internships
2020 : Sur le scattering pour l'équation de Schrödinger focalisante under the supervision of Valeria BANICA, LJLL, Sorbonne-Université, Paris
2018 : Autour de l’équation de Schrödinger quasi-linéaire under the supervision of Stefan LE COZ and Mihai MARIS, IMT, Université Paul Sabatier, Toulouse
2017 : Méthode hybride numérique symbolique appliquée à la résolution d’équations aux dérives partielles under the supervision of Florian DE VUYST and Adrien LE COËNT, CMLA, ENS Paris-Saclay, Cachan
PEDAGOGICS
TEACHING - exercises classes
Since 2020 : O.D.E. Year 3, Université Paris-Saclay
Since 2020 : Linear Algebra Year 3, Université Paris-Saclay
2020-2022 : Linear Algebra Year 2, Université Paris-Saclay
TALKS
Parallèle Pédagogique, transposition des outils d’un magicien à l’enseignement Fiche Formation
Next talk : March 28th, 2023 for teachers of Paris-Saclay University Past talks :
October 26th, 2022 for teachers and Ph.D. students of Laboratoire Jacques-Louis Lions
March 8th, 2022 for teachers and Ph.D. students of Paris-Saclay University
December 6th, 2021 for teachers and Ph.D. students of Paris-Saclay University
MAGIC
Aside from mathematics, I am also a performing magician. You can find further information about this here.