Who I am
I am currently working as post doc and university assistant in the group of Gravitational Physics of the Faculty of Physics of the University of Vienna, led by Piotr T. Chruściel.
I have also worked in the Max Planck Institute for Gravitational Physics  Albert Einstein institute under the supervision of Lars Andersson.
I have defended my PhD in Mathematics in june 2010 in the Laboratoire de Mathématiques de Bretagne Atlantique under the supervision of JeanPhilippe Nicolas.
I am qualified as a teacher in France (as Agrégé de Mathématiques). I gained experience as a T.A. in l'Université de Brest and as university assistant at th university of Vienna. I taught the introduction to relativity of the Jürgen Ehlers spring school at the Max Planck Institute for Gravitational Physics  Albert Einstein institute three times. I received a the 2016/2017 teaching award at the faculty of Physics of the University of Vienna.
C.V.
Research Interests
Keywords: linear and nonlinear wave equations, geometric transport equation, higher spin fields, vector fields methods, asymptotic behavior of fields.
Current Work: With David Fajman and Jacques Smulevici , we are currently developing a method similar to the vector fields method for the transport equation to tackle the problem of the stability of the Minkowski spacetime as a solution to the EinsteinVlasov system. The basis of the vector field methods has been presented here, for the linear transport equations on Minkowski spacetime and the VlasovNordtröm system.
I am also discussing with Pieter Blue an extension of this vector fields method for the massless transport equations to black hole spacetimes.
(Pre) Publications

In Preparation
 With Lars Andersson, Pieter Blue: Hidden symmetries and decay for the Vlasov equation on the Kerr spacetime, the big a case.

Online
 With David Fajman , and Jacques Smulevici ; The stability of the Minkowski spacetime for the EinsteinVlasov system; July 17 ; ArXiv version
 David Fajman , Jérémie Joudioux, Jacques Smulevici ; Sharp asymptotics for small data solutions of the VlasovNordström system in three dimensions, April 2017; ArXiv version; submitted to Ann. Inst. H. Poincaré (Anal. Non Linéaire).
 Jérémie Joudioux; Gluing for the constraints for higher spin fields, April 2017; Arxiv version.
 Lars Andersson, Pieter Blue, Jérémie Joudioux; Hidden symmetries and decay for the Vlasov equation on the Kerr spacetime, submitted to Comm. P.D.E.; ArXiv version.
 David Fajman , Jérémie Joudioux, Jacques Smulevici ; A vectorfield method for relativistic transport equations with applications. Analysis & PDE 107 (2017), 15391612. DOI 10.2140/apde.2017.10.1539; ArXiv version, 2015.
 Lars Andersson, Thomas Bäckdahl, Jérémie Joudioux; Hertz potentials and asymptotic properties of massless fields. Comm. Math. Phys. 331 (2014), no. 2, 755–803; ArXiv version.
 Jérémie Joudioux; Conformal scattering for a nonlinear wave equation. J. Hyperbolic Differ. Equ. 9 (2012), no. 1, 1–65; ArXiv version.
 Jérémie Joudioux; Integral formula for the characteristic Cauchy problem on a curved background. J. Math. Pures Appl. (9) 95 (2011), no. 2, 151–193; ArXiv version.
 Problème de Cauchy caractéristique et scattering conforme en relativité générale , thesis in Mathematics, defended in june 2010.