I am a Harry Bateman Research Instructor in Mathematics (postdoc) at the California Institute of Technology. My postdoctoral mentor is Xinwen Zhu.
I recently graduated from University of Paris-Sud under supervision of Ahmed Abbes.
Currently, I am the co-organizer of the Algebra and Geometry Seminar at Caltech.
- Arithmetic geometry, p-adic Hodge theory
Publications and preprints:
My articles can be found on arXiv
On higher direct images of convergent isocrystals, submitted
Lifting the Cartier transform of Ogus-Vologodsky modulo p^n, submitted
Transport parallèle et correspondance de Simpson p-adique, Forum of Mathematics, Sigma (2017), Vol. 5, e13, 127 pages.
PhD defense on June 19, 2017. Thesis title: P-adic and modulo p^n Simpson's correspondences. Supervisor: Ahmed Abbes.
Introduction to p-adic Hodge theory
Algebraic Geometry II
Algebraic Geometry III