• Forum Emploi Mathématiques
    Dec 2, 2014

    4ème Forum Emploi Mathématiques

    Le quatrième Forum Emploi Mathématiques aura lieu le 2 décembre 2014 à Paris (CNAM). Il réunira étudiants en mathématiques (de la licence 3 au doctorat), formations de Master (toutes spécialités au cœur et en interactions avec les mathématiques) et entreprises (ingénieur en R&D, chercheur du monde industriel, privé et académique).
    Le Centre Henri Lebesgue sera présent, aux côtés des formations de master auxquelles il est associé à Rennes et à Nantes.

    Plus d'informations sur le site du Forum Emploi Mathématiques

  • Free surface and geophysical flows
    Jan 19, 2015 to Jan 22, 2015

    Dans le cadre du projet ANR "DYFICOLTI: DYnamique des Fluides, Couches Limites, Tourbillons et Interfaces" une conférence s'organise à Rennes du 19 au 22 janvier 2015. Le lien renvoie vers le site du projet.


  • Meeting - Mathematical physics
    Feb 2, 2015 to Feb 6, 2015


    Nantes, from February 2nd to February 6th

    Organization board: Frédéric Hérau, Alain Joye, François Nicoleau, Stéphane Nonnenmacher, Joseph Viola, San Vũ Ngọc

    Scientific board: Vincent Bruneau, Eric Cancès, Stephan De Bièvre, Jan Derezinski, Bertrand Georgeot, François Germinet, Gian-Michele Graf, Frédéric Hérau, Alain Joye, Jean-Philippe Nicolas, Stéphane Nonnenmacher, Claude-Alain Pillet, Benjamin Schlein, Sergey Skipetrov, San Vũ Ngọc, Simone Warzel, Maciej Zworski


  • Workshop - Long time dynamics and regularity for hydrodynamical systems
    Mar 11, 2015 to Mar 13, 2015


    Nantes, from March 11th to March 13th

    Organization board: Frédéric Bernicot, Vincent Duchêne

    Although the equations for fluid motion are hundreds of years old, and despite a strong and continuous interest of the scientific community in their study, much remains to be understood. This is not saying that no progress has been made! On the contrary, the study of hydrodynamical systems is a good example of a field where the development of new mathematical tools have accompanied (and sometimes have been developped for) a deeper comprehension of the multiple and complex phenomena hiding behind these seemingly simple sets of equations.

    As for our workshop, the participants will be several of the main contributors to the following topics:

    • Local/Global well-posedness results for (nonlinear) PDEs modeling hydrodynamical systems

    • Local/Global inviscid limit

    • Stability and instability of nonlinear waves

    • Mathematical analysis of free-surface fluids


    Pietro Baldi (Università di Napoli Federico II)
    Walter Craig (McMaster University)
    Tarek Elgindi (Courant Institute)
    Eduard Feireisl (Institute of Mathematics of the Academy of Sciences of the Czech Republic)
    Isabelle Gallagher (Université Paris 7)
    Pierre Germain (Courant Institute)
    Mariana Haragus (Université de Franche-Comté)
    Sahbi Keraani (Université Lille 1)
    Gabriel Koch (University of Sussex)
    David Lannes (Université de Bordeaux)
    Frédéric Rousset (Université Paris-Sud XI)
    Nikolay Tzvetkov (Université de Cergy)
    Erik Wahlén (Lund University)

Summer School on KPZ Equation and Rough Paths


Integrable probability and the KPZ equation
Ivan Corwin, MIT

Lectures on Rough Paths and Applications
Peter Friz, TU-Berlin

The KPZ equation
Martin Hairer, University of Warwick

Confirmed speakers

Yuri Bakhtin, Georgia Institute of Technology Atlanta
Marton Balazs, University of Budapest
Patrik Ferrari, University of Bonn
Massimiliano Gubinelli, Université Paris Dauphine
Tomohiro Sasamoto, Chiba University
Samy Tindel, Université de Lorraine

Dates: Monday 3 to Friday 7 June 2013
Location: Rennes
Contact: A. Debussche, M. Gradinaru


This summer school will be mainly devoted to three courses by Ivan Corwin and Martin Hairer on Khardar-Parisi-Zhang (KPZ) equation and Peter Friz on rough paths. Several others talks will present the most recent advances on these topics.

Guiding principle in the courses will be to present the theory of rough paths and recent work by Martin Hairer who managed to solve rigorously the KPZ equation using this theory among other ones. In conjunction with recent breakthroughs on the exact statistics of the KPZ equation (the topic of Ivan Corwin's mini-course), these results will likely validate a number of predictions in the physics literature in which this equation is often seen as a universal limit. The method developed by Martin Hairer will also allow progresses on other very singular equations.


The registration is closed. If you already registered, click here to access the payment form. The speakers of this event are exempted from this registration.

You can find here a list of hotels in Rennes.



ANR CNRS Rennes 1 Rennes 2 Nantes INSA Rennes INRIA ENS Cachan UEB UNAM