Stochastic and PDE Methods in
15 – 17 September
aim of this three-day conference is to highlight some new
trends and perspectives of various domains on the interface of
probability theory and PDE's. Two five-hour minicourses on PDE's in
spaces of low regularity and martingale approach in averaging will be
delivered by world-leading experts of these domains. They will be
completed by nine fifty-minutes lectures on some closely related
M. Gubinelli: Paracontrolled distributions and SPDEs
C. Liverani: Martingale approach after Varadhan and
T. Alazard: On the Cauchy problem for the water waves
The Brownian motion as the limit of a
deterministic system of hard-spheres
N. Burq: Weak solutions of dispersive equations and
E. Faou: Landau damping in Sobolev spaces for the
A. Komech: On global attractors of Hamilton nonlinear
L. Koralov: Averaging, homogenization, and large
deviation methods for the study of randomly perturbed dynamical systems
Nersesyan: Large deviations and
Gallavotti–Cohen principle for randomly forced PDE's
T. Oh: Invariant Gibbs measures for the
defocusing NLS on the real line
On the resonant Hermite–Schrödinger
The schedule and detailed programme of the
conference are available.
All the lectures will take place at Amphi Buffon (Campus
Paris-Diderot, 15 rue Hélène-Brion, 75013 Paris). Click here to find out how to get there.
support covering the accommodation is available for PhD
students, postdocs, and young researchers. To apply for a grant,
contact the organisers at this address no later than the 30th of June 2014.
There is no registration fee for attending the conference. However, if
you wish to attend, please, register by sending your full name,
affiliation, and email to this address.
scientific committee: I. Gallagher, V. Jaksic, S. Kuksin,
Shirikyan, N. Tzvetkov
Financial support for this conference was provided by the ERC grant DISPEQ,
of Paris-Diderot, and the ANR project STOSYMAP.